tag:blogger.com,1999:blog-46882267310188118862024-03-05T20:18:29.377-08:00三倍份人生一個非專業的水彩部落格。格主是個完全沒有科班訓練的普通人,只希望能夠跟大家分享一些自己在水彩上的學習心得。Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.comBlogger47125tag:blogger.com,1999:blog-4688226731018811886.post-26346527564657482742015-07-13T18:12:00.001-07:002015-07-13T18:12:56.821-07:00薄塗、不薄塗、請先理解薄塗(III):薄塗的準備<p><font size="4" face="微軟正黑體"></font> </p> <p><font size="3" face="微軟正黑體">在薄塗之前,有幾個非常重要的準備工作,然而坊間的水彩畫書籍似乎都沒有說明到這些。這裡值得注意的是,<strong>我以下所說的準備工作是畫好畫的不二法門</strong>,<strong>每次畫水彩前都要先檢查一遍。</strong>這些準備工作並不僅限於薄塗,其他技法也會因這些準備而大大改善或簡化。</font></p> <p><font size="3" face="微軟正黑體">首先,薄塗前一定要確定你的工作區域是整齊乾淨的,這裡的整齊乾淨並不是說你得在無塵室畫畫。而是<strong>你的工具必須整齊排放好,而且不會干擾到你手的動作。</strong>大面積的薄塗會使手部揮動的幅度變大,如果在手部揮動的範圍中有雜物會擋住,請將它清除。不要嘗試著在狹小髒亂的空間做出大範圍薄塗。相信我,你做不到。</font></p> <p><font size="3" face="微軟正黑體">然後這裡還有一個初學者常犯的錯誤值得一提,那就是<strong>筆洗的位置,</strong>筆洗的位置不能超過你手能搆到的範圍,這樣會讓你手忙腳亂。更重要的,<strong>筆洗必須跟你的紙面分屬慣用手的不同側</strong>:假如你是右撇子,筆洗應該是在你慣用手的右邊,而畫紙在左手邊。而如果你是左撇子,筆洗應該在你的慣用手左邊,而畫紙在右邊。這個動作可以保證你在洗筆或稀釋顏色的時候不會不小心<strong>把水滴在畫面上</strong>。這個準則也適用於留白膠跟其他液體的輔助劑像牛膽汁、緩乾媒劑等。我曾在知名畫家Joe Dowden 的水彩教學影片花絮中看過,他把留白膠放在畫紙的前面,但是調色盤跟筆洗卻在畫紙後面。於是一個不小心,<strong>他把半瓶的留白膠倒在了畫紙上</strong>。當時他驚愕的表情令我難忘,而你也絕對不會想要這種糗事發生在你身上。</font></p> <p><font size="3" face="微軟正黑體">接下來的準備工作就是畫紙和紙面。畫紙如我<a href="http://quinacridone-gold.blogspot.tw/2012/04/blog-post.html">之前</a>所說。請你用純棉、無酸、140lb(300 gsm<sup>2</sup>):<strong>真真正正的水彩紙</strong>。<strong>不要認為你能用便宜畫紙做出甚麼好的薄塗,而就算你做到了。那也只像人家坐高鐵來往北高兩市,而你能只拿著個碗一路要飯爬到目的地。</strong>這不是甚麼值得誇耀的事情,也沒人會稱讚這種行為,謝謝。</font></p> <p><font size="3" face="微軟正黑體">有了好畫紙後,紙面的角度則因人而異,我聽過的說法有7~22度、45度、也有人是直接平放或垂直用畫架來畫。我目前仍然沒有一個最佳答案,但我還是建議<strong>初學者將畫紙斜放,然後角度不要超過45度</strong>。這個角度能夠避免所謂的視角差,也能夠讓你的手腕保持一個較為輕鬆的姿勢。完全平放或垂直的紙會讓你的手腕或手肘卡在一個很奇怪的角度,造成不必要的疲勞。</font></p> <p><font size="3" face="微軟正黑體">在我們離開紙面之前,紙面上還有一個重要的點:就是<strong>留白。</strong>所有你想留白或是不想被薄塗到的區域請上好留白膠或貼上遮蓋膠帶。不要認為用筆直接留白是一件很「厲害」的事。那只會讓你的薄塗手忙腳亂或是<strong>完全失敗。</strong>上世紀美國的著名畫家John Pike 在畫22*30英吋(將近二開)的畫時也會大量使用留白膠,有些留白區域甚至大到快八開這麼大。良好的留白能使你的薄塗輕鬆不少,降低失敗的機率。</font></p> <p><font size="3" face="微軟正黑體">工作空間跟紙面說完後,接下來的東西就會較為繁瑣。所以我用條列式表現:</font></p> <ul> <li><font size="3" face="微軟正黑體">不要用太小的畫筆,儘可能用越大的筆進行薄塗越好。小筆含不住足夠的水分。</font></li> <li><font size="3" face="微軟正黑體">不要使用那種甚麼壓克力、油畫、水彩都能通用的畫筆,那種畫筆含水量跟出水的速度都不是很好。</font></li> <li><font size="3" face="微軟正黑體">請調出足夠完成這一次薄塗的顏料,量多一點也沒關係。如果你的調色盤太小無法容納這麼大量的顏料,你可以用個白色盤子或碗。我個人目前發現<strong>白色冰塊盒</strong>也是不錯選擇。當然,<strong>用完了就不要在拿來吃飯或製冰了</strong>。很多常用顏料都有含有重金屬。</font></li> <li><font size="3" face="微軟正黑體">不要忘記上面所說的步驟。</font></li></ul> <p><font size="3" face="微軟正黑體">這些就是我認為薄塗之前所應該要有的準備步驟,至於技法和其他的議題,就等下回再作詳盡的解說。</font></p> <p><font size="3" face="微軟正黑體"></font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com3tag:blogger.com,1999:blog-4688226731018811886.post-82344994783317559372015-06-23T17:45:00.001-07:002015-06-23T17:45:29.111-07:00學生級與專家級顏料的討論<p> </p> <p><font size="3" face="微軟正黑體">本篇是對走出戶外寫生團的一個討論串的個人看法,希望能藉此拋磚引玉。</font></p> <p><font size="3" face="微軟正黑體">其實以目前的水彩製造技術,二十一世紀的學生級顏料比起中世紀畫家所使用的顏料要來的品質均勻與優良,色相(也就是顏色數目)也更為廣泛與眾多。如果有親手製作過顏料的格友就會知道,手製一條顏料所花費的時間、心力、與成本其實夠買上好幾百條學生級顏料了。很多時候會選擇手製顏料其實只是因為某些古老顏色沒有生產所以只好自己動手做。對於一般常用的顏色來說,手製顏料的效率其實很低。</font></p> <p><font size="3" face="微軟正黑體">如果說到使用方面,許多著名畫家像Ron Ranson之流一輩子就是使用學生級顏料,也會出了許多暢快淋漓與技巧高超的畫作。許多Ron Ranson 的後繼者如Steve Corin, Frank Clarke, Dave Usher 也不約而同的使用學生級顏料,並且樂在其中。</font></p> <p><font size="3" face="微軟正黑體">所以綜合以上,好像使用專家級顏料並不是一個必須的條件,這點本人是認同的。不過就我而言,我認為在爭辯學生級與專家級孰優孰劣時必須要先理解一點:認識你的顏料比甚麼廠牌和等級要重要多了。</font></p> <p><font size="3" face="微軟正黑體">就以牛頓的Cotman學生級顏料而論,在最近一次的改款中出現了一個很有趣的現象:以往的Alizarin Crimson, Crimson Lake, 跟 Rose Madder三個顏色其實都是用PR83色粉(茜草紅,Alizarin Crimson)所製成,所以買這三個顏料的人會有很難分辨之感。而近年來由於合成有機顏料的進步,原始的Alizarin Crimson改成用PR206色粉,而Crimson Lake 跟 Rose Madder仍是使用PR83色粉。這就造成很多人有難以是從之感,因為牛頓把學生級的PR206調得很淡,從深紅色變成了接近桃紅色。於是很多傳言甚囂塵上,像是甚麼因為生產廠搬到大陸等等云云。其實<strong>這跟生產廠根本無關</strong>,只是牛頓改變了配方而已。而這個改變一般人不知道。</font></p> <p><font size="3" face="微軟正黑體">所以目前外文水彩的參考書籍大多都會建議「使用你所負擔的起的最好顏料」,這句話並不是空談。而是不管你買任何等級的顏料,你都必須要做測試與混色練習。而這一點是最被忽略的點:許多人認為只要用色相環的概念去理解混色就行了,卻不知道<strong>顏料與顏色根本就是兩回事</strong>。顏料有著很多不可知的特性:</font></p> <ul> <li><font size="3" face="微軟正黑體">一個顏料在稀釋後很有可能轉成另一個顏色,像Raw Umber隨著稀釋度可以從深棕色變成米白色。</font></li> <li><font size="3" face="微軟正黑體">顏料在乾掉後會喪失彩度,這也就是很多人都會說「調色要深一點,因為乾後會變淡。」,但是這個色差可以從10%~50%不等。換句話說,如果你用了乾後色差很大的顏色來調色,像是常用的鎘黃(Cadmium Yellow)來調色,乾了之後可能顏色就不會那麼的鮮黃透亮了。</font></li> <li><font size="3" face="微軟正黑體">有很多顏料會相互起化學反應而變色,雖然我並沒有遇到,但長時間後的狀況仍不得而知。</font></li></ul> <p><font size="3" face="微軟正黑體">綜合以上而論,顏料測試與混色練習是相當重要的。而至於學生級顏料常有Hue (色調)的標誌,本人是認為只能做為參考。以Cotman水彩來說,Cobalt Blue Hue(鈷藍色調)根本只是Ultramarine(群青)加上Zinc White(鋅白),跟原來的Cobalt blue天差地遠。與其將Hue系色當成代用品,不如把它當成一個獨立的顏色來好好研究,而不要<strong>直接拿來當成某個高貴顏色來用。</strong></font></p> <p><font size="3" face="微軟正黑體">說到這裡,似乎專家級的顏料的重要性被大大降低了。但實際上專家級顏料也有它不可或缺的優點與特性。這點就容小弟日後再談吧。</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com3tag:blogger.com,1999:blog-4688226731018811886.post-21448923382380901252015-05-25T18:03:00.001-07:002015-05-25T18:03:42.541-07:002015/5/26-格友問題回答集<p><font size="3"></font> </p> <p><font size="3">以下是針對格友一些問題的回答:</font></p> <ul> <li><font size="3" face="微軟正黑體"><strong>形筆要用那一種頭:</strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">基本上看你要遮蓋的大小而定,要注意的是塗留白膠的形筆最好要有凹槽跟斜邊,這樣才能含住留白教又能變化筆觸。</font></p></blockquote> <ul> <li><font size="3" face="微軟正黑體"><strong>所以到底要讓顏料乾了好畫好攜帶,還是其實擠出來仍然不要讓它乾掉比較好呢? 另外,顏料的品牌在選擇上該注意甚麼呢?對入門者來說,牛頓或是更便宜的新韓.AP就夠用了嗎? </strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">在台灣這種天氣潮濕的地方我建議讓顏料乾掉,不要用保濕調色盤。原因有兩個:第一,除非你用蒸餾水畫畫,濕軟的顏料很容易發霉。第二,通常保濕調色盤會做成折疊狀,這樣很容易讓上面的顏料因為地心引力滴到下面的顏料槽。</font></p> <p><font size="3" face="微軟正黑體">而至於顏料問題,我的回答是「使用你所負擔的起的最好顏料」,目前外國大廠學生級顏料許多都是在大陸生產,而新韓、AP、以及台製的UMAE都有放置過久(賣的不好)而產生顏料與阿拉伯膠分離的問題。我的建議是避免買盒裝顏料,分開購買散裝的顏色。如果想單獨測試各家的品質,我建議買Raw Umber這個粒子粗大又很少人用的顏料。通常擺太久的Raw Umber很容易脫膠。</font></p></blockquote> <ul> <li><font size="3" face="微軟正黑體"><strong>不知道能否欣赏老师的画作?</strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">我的部落格上有一些,但是請不要叫本人老師,本人的水彩功力僅有業餘等級。平常因為工作也較少練畫。</font></p></blockquote> <ul> <li><font size="3" face="微軟正黑體"><strong>我沒有任何美術基礎,但很想學水彩畫 不知該去上課還是自己買書研讀。</strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">這點我無法回答,因為我沒有去畫室上過課。我所有的畫技都是看書學來。</font></p></blockquote> <ul> <li><font size="3" face="微軟正黑體"><strong>請問一下你的Arches 300gsm2 只買65~75元是在哪一家買的? 我還沒看過這麼便宜的價格耶 之前還有人一張買95 。</strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">抱歉,由於物價波動以及不能幫人打廣告,恕不便告知。</font></p></blockquote> <ul> <li><font size="3" face="微軟正黑體"><strong>手製素描/水彩兩用速寫本可以請你做一個教學嗎?好想自己做做看,謝謝!</strong></font></li></ul> <blockquote> <p><font size="3" face="微軟正黑體">我之前看的教學帖已經不見了,不過目前本人正在嘗試新的做法,如果有成將會PO上來。</font></p></blockquote> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-10526381251639511702015-04-12T02:58:00.001-07:002015-04-12T02:58:41.604-07:00薄塗、不薄塗、請先理解薄塗(II):薄塗的定義。<p><font size="3" face="新細明體"> <font size="2"> (本格似乎又再度因為本人的怠惰而許久未更新了,還請各位格友見諒。)</font></font></p> <p><font size="3" face="新細明體"> 今天來談一下薄塗的定義問題,通常坊間的水彩書籍或畫室所教授的薄塗都會包含兩個技法。一個是平塗,而另一個是漸層塗。下面圖示的左方是平塗(Flat wash),右邊是漸層塗(Graded wash)。</font></p> <p><a href="http://lh4.ggpht.com/-aHemzjU6BNA/VSpBvsmvdUI/AAAAAAAAEkA/ISk6tvxhOgI/s1600-h/Image.jpg"><img title="平塗與漸層塗" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="平塗與漸層塗" src="http://lh5.ggpht.com/-_yEOq5lhsKA/VSpBwU9dAmI/AAAAAAAAEkI/tqHeeXlPaiU/Image.jpg?imgmax=800" width="571" height="443"></a></p> <p><font size="2" face="新細明體">(上面的兩塊薄塗用的是Holbein的Phthalo. Blue Yellow Shade,塗在300gsm<sup>2</sup>的Fabriano 冷壓紙上)</font></p> <p><font size="3" face="新細明體">這兩個技巧說明了薄塗的定義,那就是:<strong>薄塗是僅以筆上的濕度去控制顏料融合的上色技巧</strong>。漸層塗的漸層是靠在筆上不斷的加水稀釋色彩所做到的,不是用所謂的濕中濕(Wet-in-wet)技巧。</font><font size="3" face="新細明體">換句話說,如果你在紙上先上了水或是其他底色,就很難被稱為一般的薄塗。這也說明了為何坊間的水彩書籍會將薄塗視為是最基本的技巧:因為它是水彩中最單純的上色技巧,不會受到紙面上的多餘水分影響。</font></p> <p><font size="3" face="新細明體">所以格友應該可以了解為何許多教材都是教初學者以<strong>極為稀釋的顏料</strong>來練習薄塗技巧,因為如果使用了太濃的顏料,筆上的濕度就很難使顏料融合而產生斷裂現象,就像下圖所示:</font></p> <p><a href="http://lh4.ggpht.com/-OWKwuoGIWyE/VSpBw4RmSfI/AAAAAAAAEkQ/VwblnkuiuOY/s1600-h/%2525C2%2525B7%2525C3%252582%2525C2%252584%2525C2%252584W%25255B4%25255D.jpg"><img title="斷裂的薄塗" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="斷裂的薄塗" src="http://lh6.ggpht.com/-T8NJynCWjtc/VSpB0NYvrJI/AAAAAAAAEkg/B2K7S1aLbME/%2525C2%2525B7%2525C3%252582%2525C2%252584%2525C2%252584W_thumb%25255B1%25255D.jpg?imgmax=800" width="388" height="539"></a></p> <p><font size="2" face="新細明體">(上面的薄塗用的是Holbein的Davy’s gray,塗在300gsm<sup>2</sup>的Fabriano 冷壓紙上)</font></p> <p><font size="3" face="新細明體">太過於濃稠的顏料由於水彩顏料中的阿拉伯膠與甘油太多導致難以流動,就會在平塗時產生斷裂現象,在這裡要注意的是濃<strong>稠的顏料不等於深色顏料</strong>,像這裡所使用的Davy’s gray本來就是那麼淺。而這也引出了一個問題,就是在使用淺色顏料,尤其是被歸類不透明到半不透明的色彩時,其實薄塗是很容易失敗的。這在<strong>風景畫中不常被提及,但是在靜物畫或是花卉畫中是非常容易遇到的問題</strong>。這在後面的文章中會討論到。</font></p> <p><font size="3" face="新細明體">而了解定義之後,接下來就是要去探討技法與使用的器材問題,這會在後面分成數個專章來進行探討。</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com2tag:blogger.com,1999:blog-4688226731018811886.post-33061744800534838302014-02-12T17:56:00.002-08:002014-02-12T18:07:33.675-08:00薄塗、不薄塗、請先理解薄塗(I):對薄塗的常見誤解<!--[if gte mso 9]><xml>
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<span style="font-family: inherit; font-size: large;">薄塗、不薄塗、請先理解薄塗<span lang="EN-US">(I)</span>:對薄塗的常見誤解</span></div>
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<span style="font-family: inherit; font-size: small;"> <span style="font-size: large;"> 本格沉寂已久後終於又出新文章了,這快一年多的空白中基本上本格主一直在東奔西跑找參考資料,想把這格子弄得更為專業更全面些。在閱讀坊間很多水彩教學書籍後,我發現所謂薄塗
<span lang="EN-US">(Wash)</span>是所有大師們認為初學者最該學的技巧。然後通常的練習法是這樣:</span></span><br />
<ol>
<li><span style="font-family: inherit; font-size: large;">把顏料稀釋成水狀。</span></li>
<li><span style="font-family: inherit; font-size: large;">將畫紙傾斜<span lang="EN-US">30~45</span>度。</span></li>
<li><span style="font-family: inherit; font-size: large;">拿隻大圓筆<span lang="EN-US">(</span>或平筆<span lang="EN-US">)</span>飽蘸顏料,然後從左至右畫一長條。<span lang="EN-US"> </span></span></li>
<li><span style="font-family: inherit; font-size: large;">此時剛畫好的長條下方會產生一條水珠狀的多餘顏料,置之不理。</span></li>
<li><span style="font-family: inherit; font-size: large;">再度飽蘸顏料,沿者剛剛畫好的長條下方再度接續畫下去。</span></li>
<li><span style="font-family: inherit; font-size: large;">重複<span lang="EN-US">(5)</span>的動作,直到想畫好的平面都被顏料覆蓋為止。</span></li>
<li><span style="font-family: inherit; font-size: large;">將筆擠乾,用乾畫筆吸取畫紙最下方的多餘顏料。</span><span style="font-family: inherit; font-size: large;"> </span></li>
</ol>
<span style="font-family: inherit; font-size: large;">如果格友手上的參考書籍是這樣寫的,<b>很不幸,那是錯的,而且錯得離譜。</b></span><span style="font-size: large;"><b><span style="font-family: inherit;"> </span></b></span><ol>
</ol>
<span style="font-family: inherit; font-size: large;"> 首先,薄塗這個翻譯本身就有問題,不是所有時候我們都用<b>調成水狀的顏料</b>在畫畫:一般只有打底色跟層疊時才會用到如此稀薄的顏料。換句話說,這個聲稱重要的技巧可能在你畫面上佔不到百分之二十,如此怎麼還會叫重要技巧?</span><span style="font-family: inherit; font-size: large;"> </span><br />
<span style="font-family: inherit; font-size: large;"> 接下來的步驟也是很匪夷所思,<b>將畫紙傾斜</b><b><span lang="EN-US">30~45</span></b><b>度</b>?我想應該沒有人在畫圖時還會拿個量角器來測量畫板的傾斜度。再者,有些水彩畫家是用直立畫架在畫畫的,有些是完全攤平在畫的。難道這些畫家不用薄塗嗎?還是本身這條件本來就有問題?</span><br />
<span style="font-family: inherit; font-size: large;"> 再來說到上色程序,初學者最容易犯的錯誤就是誤解所謂「飽蘸顏料」這個字眼。在專業畫家的意思上,「飽蘸」指的是水彩筆吸收充足的顏料,而不是<b>「過量」</b>的顏料。吸收過量與吸收充足的水彩筆最大的差異在於前者筆頭會散開,筆觸會變形,甚至有時沾上的顏料還會滴到紙上。吸收過量顏料的水彩筆是畫水彩畫的大忌。但我好像<b>從來沒有看過坊間水彩畫書籍有提過這個禁忌。</b>而且接下來的一筆筆連接<span lang="EN-US">(</span>步驟<span lang="EN-US">5</span>、<span lang="EN-US">6)</span>也是很危險的舉動:假設畫者是右撇子,那理所當然他畫圖會從左到右繪出筆觸,所以<b>最左邊的畫面永遠最濕,而最右邊的永遠最乾。</b>這樣的溼度不平衡很容易造成乾後筆觸不均勻,甚至會有回流的現象發生。這樣的薄塗真的是我們所要的嗎?</span><br />
<span style="font-family: inherit; font-size: large;"> 問題其實都來自於對薄塗的不理解,在下面的文章中我會與大家分享一下心得以及常用的薄塗小技巧。</span>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com2tag:blogger.com,1999:blog-4688226731018811886.post-9960351837856529932012-08-31T22:05:00.000-07:002012-08-31T22:05:04.726-07:00如何判定陰影色相(I):基礎認知<span style="font-size: large;">這是為了回應格友的問題所生的一個專題。在此我要再次聲明我沒有受過任何正規的美術教育與訓練,所有東西皆是自己自修與體會而來。如果有誤還請各路畫者不吝指正。</span><br />
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<span style="font-size: large;">首先,判斷陰影色相這問題是一個很大的問題,因為它牽涉的層面太廣,本格主也只能就我目前能力所及和以往自習水彩畫的經驗來談這問題。一般而言,水彩初學者在面對陰影色相時常遇到的困難處有以下幾點:</span><br />
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<ol>
<li><span style="font-size: large;">人類的生理限制。</span></li>
<li><span style="font-size: large;">色彩理論的應用限制。</span></li>
<li><span style="font-size: large;">不了解風格與畫面設計。</span></li>
<li><span style="font-size: large;">混色經驗不足。</span></li>
<li><span style="font-size: large;">調色盤設計與技法不協調。</span></li>
</ol>
<span style="font-size: large;"> 單就每一個困難處本人皆會另開專文探討,本篇文的主旨是要點出並串聯這些困難之處。</span><br />
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<span style="font-size: large;">從第一點開始談起,所有的專業畫者都知道<b>人的眼睛是一個非常精密但卻不精準的器官</b>。人眼的感光度與相機不一樣,它是會不斷變動的,瞳孔大小會隨著焦點的明暗改變而改變。這也就是為什麼很多初學者沒有辦法畫出生動的明暗對比的第一原因。<b>人的大腦傾向於和諧的明暗與色調</b>,但是近代偉大的藝術作品通常都<b>強調明暗與色調的反差</b>,這點是非常難以克服的問題,因為我們沒有辦法像相機一樣操縱眼球的感光度,更遑論像相機一樣還能增強色彩或加上特殊的濾鏡效果。</span><br />
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<span style="font-size: large;">除此而外,人眼還有個非常致命的問題:那就是只要繪畫的對象物光度太高或太低,我們對於色相的判斷就很容易失準。物體的陰暗面跟它的投射陰影剛好就是光度極低的狀況,所以容易出錯是必然的,即使是專業畫者都是如此:事實上,很多專業畫者在繪畫最後的修飾或重疊上色都是在解決之前所畫的的陰影色相不準的問題,<b>只是他/她當然不會告訴你那是錯誤</b>。他們通常會說我是在<b>增大反差、增加變化</b>云云,專業畫者是有很強的自尊心的。</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">從第一點延伸而來就是第二點的色彩學理論。既然眼睛不準確,那我們可不可以有個「公式」來判定陰影的色相為何。在色彩學理論上這公式的確存在:既然陰影處的光度不足,勢必顏色的飽和度/彩度會降低,所以只要利用混和補色這個手法來降低對象物固有色的彩度即可。例如像香蕉是黃色的,你就在陰影處混和一些紫色(黃色的補色)就能達到再現陰影處的色相的效果,但其實這個說法是<b>有問題的</b>,這種理論是在真空狀況下才可行,但我們在畫畫的時候會受到光線的顏色、大氣、與對象物周圍物品的散射光干擾。再加上<b>顏料不等於顏色</b>這個非常致命的媒材限制,要完整重現陰影基本上是不可能的。</span><br />
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<span style="font-size: large;">所以隨著藝術史的推進跟攝影技巧的發明,畫者也漸漸放棄了「完整重現現實」這個不可能的夢想,繪畫技術開始走入「表現畫者內心所映照的世界」這條道路發展。於是我們有了印象派、古典主義、現代主義、後現代主義、超現實主義等不勝枚舉的風格派系。每家每派都有自己表現陰影的手法與理由,但坊間的水彩技法書籍是不太會跟你講這玩藝兒的,因為這很佔篇幅而且<b>每個畫家都以自己的風格為正統。</b>而這也造成了初學者越看越混亂的現象,看似每家都對,但自己畫就有問題。原因在於初學者<b>並不了解為何畫者要這麼做以及相對應的畫面設計原則</b>,所以很容易就會出槌。舉個最近在網路上看到的例子,台灣的水彩靜物畫不知從甚麼時候起就很喜歡在暗面混和Cobalt Blue跟Ultramarine Blue,我聽過最扯的解釋是<strike>因為這兩個顏色色調最暗。</strike>在高中的化學課本就有講:人類第一個合成出來的顏料叫做Prussian Blue(普魯士藍),歷史比Cobalt Blue跟Ultramarine Blue還要久,而且色調明顯比前兩者暗了很多。這種離譜的解釋方式說明了其實很多人對所謂的<b>現代派風格</b>並不了解。關於現代派風格有一個人是水彩畫者一定要知道的人物。他叫<b>J.M.W Turner</b>,這位英國畫者是現代派開創者之一,也是水彩技法集大成者。事實上渲染法這技巧就是Turner發明的,而他的用色風格就是<b>很喜歡強調大氣中的藍色</b>(大氣是藍色的,無雲的天空可以幫我作證)。台灣的水彩畫者只是把這風格用到了靜物畫上。但如果你不知道這其中的原因,你自然而然很難理解為何很多畫家喜歡在陰影處用藍色來表現。</span><br />
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<span style="font-size: large;">說到這有人可能會說我自打嘴巴,因為既然現代派風格強調陰影中的藍色,然後我也說Prussian Blue比Cobalt Blue跟Ultramarine Blue要深,那為何畫者不用Prussian Blue?這就是第四點的<b>混色經驗不足</b>,很多現代畫者其實不知道以前的Prussian Blue在陽光下會變淺,然後在暗處又回復原貌:這點在很多早期的水彩畫書籍中都有提到,像是Eliot O'hara所著,劉其偉所翻譯的<i>水彩技法</i> (雄獅出版)一書中就有說明。所以當時的水彩畫者自然不會找自己的麻煩用一個會變來變去的顏料,所以在調色盤上就自然沒有它的存在。而這成見一直持續至今,很多現代畫者都還是蠻排斥使用Prussian Blue的。但對於初學者,<b>混色經驗不足</b>最常造成問題的地方<b>就是調不出陰影處的不飽和色來</b>。因為從小大家只知道黃+藍=綠、藍+紅=紫、紅+黃=橙,有誰知道深咖啡色要怎麼調?這點不得不說是台灣美術教育非常致命的一點,也造成很多初學者調色流於呆板跟形式化。在台灣,很多年輕習畫者基本上都是用「背」的來應付所有他所看到的景物。他畫出來的蘋果跟香蕉永遠都是一樣的,甚至不看實景也能畫。</span><br />
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<span style="font-size: large;">第四點其實反映了一個更可怕的問題,就是很多人不知道<b>顏料不等於顏色</b>這個非常重要的概念,所以自然就會衍生出第五點<b>調色盤設計與技法不協調</b>。很多人會先用某些深色顏料做出畫面的明暗,然後再重疊上個別物體的顏色以求得畫面光影的協調性。然而,這種重疊性技法要完全成功必須仰賴<b>畫者對顏料的了解</b>。實例就是很多人的調色盤裡暖色系顏料幾乎都是Cadmium Yellow, Orange, Red (鎘黃、鎘橙、鎘紅)這些相當不透明的鎘系顏料。用不透明顏料施展重疊技法是非常困難、近乎是完全不可能。所以常使用這種技法的畫家就會用顏料商新開發的透明有機顏料來取代鎘系顏料,像是我愛用的Winsor&Newton New Gamboge 就是常見的一個取代Cadmium Yellow的顏料。同樣顏色的顏料用途常是不一樣的,畫者需要理解手中顏料的特性來做出最佳的技法選擇。</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">所以這就是本格主所經歷過在面對陰影色相時常見的問題,那解決之道當然不是三言兩語就能說得盡的。日後會針對每個問題慢慢探討。(感覺這又將是個漫長的專題)</span><br />
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Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-26757140856911380692012-08-03T20:08:00.002-07:002012-08-03T20:08:49.612-07:00留白膠使用小技巧<br />
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">留白膠的使用與否與個人習慣有關,它在水彩技巧中算是一個比較次要的技巧。然而,如果使用得當,留白膠的確可以幫助畫者能更有信心的上色並讓筆觸保持流暢,不用為了閃過某些要留白的地方使得筆觸變得遲疑而且雜亂。<span lang="EN-US"></span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "新細明體","serif";">但很好玩的是,坊間的水彩書籍對留白膠的使用,教的都是<b>錯誤的技法</b>比較多。如果初學者想使用留白膠,請一定要記住一個原則:<b>你可以用任何東西來上留白膠,就是不能用筆刷。</b>這個原則雖然聽起來很匪夷所思,但它其實是相當合理的一個原則。不能用筆刷來塗留白膠的原因如下:<span lang="EN-US"></span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">使用留白膠時,坊間的水彩書籍都會說使用較舊或便宜的筆刷來塗留白膠,並且一定要常常清洗再沾新的留白膠。這會產生以下問題:<span lang="EN-US"></span></span></span></li>
<li><span style="font-size: large;"><span lang="EN-US" style="font-family: "新細明體","serif";">較舊或便宜的筆刷畫不出漂亮的筆觸,所以如果你留白的部位很細緻<span lang="EN-US">(</span>通常都是這樣才要留白<span lang="EN-US">)</span>,或是形狀彎曲。你的便宜筆刷會做不到。<span lang="EN-US"></span> </span></span></li>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">有經驗的人就會知道,不論你怎麼洗,用過留白膠的筆就一定會有殘膠然後變形,也就是下一次你還是得買支便宜的筆刷,其實還是不經濟。<span lang="EN-US"></span></span></span></li>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">最後,在上留白膠的過程,你<b>筆刷上的水會倒流進留白膠瓶裡,這樣會讓你的留白膠越來越稀,然後更有發霉<span lang="EN-US">/</span>變色的可能</b>。我們通常都不是用蒸餾水在畫畫的,通常都是一般的自來水。自來水不是無菌的,對於留白膠保存有潛在風險。<span lang="EN-US"></span><span lang="EN-US"></span></span></span></li>
</ul>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">所以畫者必須要找到筆刷的代替品,它必須<span lang="EN-US">(1)</span>能不受留白膠侵蝕,<span lang="EN-US">(2)</span>即使留白膠乾後黏附在上面也沒有關係,<span lang="EN-US">(3)</span>不用水也能清潔。而有沒有這種東西呢,答案是有的,但都不是傳統的水彩用具。個人目前覺得最好用的塗留白膠工具有兩種。<span lang="EN-US"></span></span></span></div>
<ol>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">針對比較大的留白區,我習慣使用粉彩用具裡的形筆。形筆的筆尖是用橡膠做的,很能反映畫者手指的壓力。我常用的形筆有兩種:一隻大的、一隻小的。而且形筆有凹槽,能夠含住留白膠,所以不用擔心要常常重新去沾留白膠補充。<span lang="EN-US"></span></span></span></li>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">針對非常細緻的留白區,像是線條之類的,我就會用鴨嘴筆,鴨嘴筆的筆尖寬度能用手動調整,留出來的白色區域比用筆刷都要來的細緻且銳利。 </span></span></li>
</ol>
<span style="font-size: large;"><span style="font-family: "新細明體","serif";">當然,這是我個人目前對留白膠使用歸納出的心得,如果有任何讀者對此有更佳的器材煩請不吝介紹。 </span></span>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com8tag:blogger.com,1999:blog-4688226731018811886.post-14796547662094483042012-07-30T15:50:00.000-07:002012-07-30T15:52:08.898-07:00到底能不能用日本水彩紙<br />
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">在我的「</span><span style="font-family: "新細明體","serif";"><a href="http://quinacridone-gold.blogspot.tw/2012/04/blog-post.html" target="_blank">水彩工具入門(1):談水彩畫用紙的選擇。</a>」一文中,我所列出來水彩紙條件有以下幾項:</span></span></div>
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<span style="font-size: large;"><b><span lang="EN-US">(1) </span></b><b><span style="font-family: "新細明體","serif";">純棉製</span><span lang="EN-US"> (100% cotton)</span></b></span></div>
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<span style="font-size: large;"><b><span lang="EN-US">(2) </span></b><b><span style="font-family: "新細明體","serif";">無酸</span><span lang="EN-US"> ( Acid free)</span></b></span></div>
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<span style="font-size: large;"><b><span lang="EN-US">(3) </span></b><b><span style="font-family: "新細明體","serif";">厚度需在</span><span lang="EN-US">300gsm(140 pound)
</span></b><b><span style="font-family: "新細明體","serif";">以上。</span><span lang="EN-US"></span></b></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">那很顯然,幾乎市面上所有日本的水彩紙都不能算做是水彩紙,但很多人認為日本水彩紙的顯色力比</span><span lang="EN-US">Arches/Sanders</span><span style="font-family: "新細明體","serif";">要好。應該也是不錯的水彩紙啊,那為何本格主不推薦使用?甚至不認為它們是水彩紙?</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">其實答案很簡單,說日本水彩紙好用的人似乎忽略了以下的問題:第一,日本水彩紙是一個<b>不精確的總稱</b>,在台灣的美術社裡,我曾看過的日本製水彩紙有<b>高登</b></span><b><span lang="EN-US">(Gordon)</span><span style="font-family: "新細明體","serif";">、馬美度</span><span lang="EN-US">(Mermaido)</span><span style="font-family: "新細明體","serif";">、帕美斯、</span><span lang="EN-US">MO</span></b><span style="font-family: "新細明體","serif";">,請問一下說日本水彩紙好用的人,你說的是哪一種?要是不幸有初學者興沖沖地跑去買到了</span><span lang="EN-US">MO</span><span style="font-family: "新細明體","serif";">紙,那是一種表層無上膠的吸入性紙,我保證他完全無法施展他所學到的任何技巧。吸入性紙是用來畫<b>日式膠彩畫</b>用的,顏色都加上了膠所以能留在畫紙表面,但一般水彩顏料是做不到的。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第二,日本製水彩紙是由木漿纖維製成。這會造成一個很不利於水彩畫者的現象:木漿纖維比棉布纖維短上</span><span lang="EN-US">90%</span><span style="font-family: "新細明體","serif";">,只有棉布纖維的十分之一長,所以蓄水力也只有十分之一。換句話說,木漿纖維紙在塗上水後的乾透速度會比正統水彩畫紙快上許多,所以很不利於渲染法的使用。下面就是我用同為</span><span lang="EN-US">St. Cuthberts Mill</span><span style="font-family: "新細明體","serif";">出產的</span><span lang="EN-US">Bockingford (</span><span style="font-family: "新細明體","serif";">巴京夫水彩紙,學生級廉價畫紙</span><span lang="EN-US">) </span><span style="font-family: "新細明體","serif";">跟</span><span lang="EN-US"> Sanders Waterford (</span><span style="font-family: "新細明體","serif";">山度士水彩紙,專家級水彩紙</span><span lang="EN-US">) </span><span style="font-family: "新細明體","serif";">所做的乾透測驗,要注意</span><span lang="EN-US">Bockingford </span><span style="font-family: "新細明體","serif";">跟</span><span lang="EN-US"> Sanders Waterford</span><span style="font-family: "新細明體","serif";">是同一紙廠所生產的水彩紙,我的紋路選擇也都是冷壓,厚度也都是</span><b><span lang="EN-US">300gsm<sup>2</sup></span></b><span style="font-family: "新細明體","serif";">所以唯一差異只有在於</span><span lang="EN-US">Bockingford</span><span style="font-family: "新細明體","serif";">是木漿紙;</span><span lang="EN-US">Sanders
Waterford </span><span style="font-family: "新細明體","serif";">是棉布紙。在同一環境下所做出來的實驗方法與結果如下所示。</span><span lang="EN-US"></span></span></div>
<ul>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">實驗方法:在兩張</span><span lang="EN-US">10X14</span><span style="font-family: "新細明體","serif";">英吋水彩紙上以天然海綿上兩次清水使紙面呈現完全潮濕狀態,並用一隻</span><span lang="EN-US">ISABEY</span><span style="font-family: "新細明體","serif";">半貂毛一英吋扁筆吸取畫紙表面凹陷處多餘的水分。然後平放使其在攝氏</span><span lang="EN-US">26</span><span style="font-family: "新細明體","serif";">度的冷氣房中等待乾透</span> <span lang="EN-US">(</span><span style="font-family: "新細明體","serif";">也就是無法使顏料渲染開的程度</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">。</span><span lang="EN-US"> </span></span></li>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">實驗結果:</span><span lang="EN-US"></span></span></li>
<ul>
<li><span style="font-size: large;"><span lang="EN-US">Bockingford(</span><span style="font-family: "新細明體","serif";">巴京夫水彩紙</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">乾透時間:</span><span lang="EN-US">19</span><span style="font-family: "新細明體","serif";">分</span><span lang="EN-US">51</span><span style="font-family: "新細明體","serif";">秒</span><span lang="EN-US">7</span></span></li>
<li><span style="font-size: large;"><span lang="EN-US">Sanders Waterford (</span><span style="font-family: "新細明體","serif";">山度士水彩紙</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">乾透時間:</span><span lang="EN-US">43</span><span style="font-family: "新細明體","serif";">分</span><span lang="EN-US">18</span><span style="font-family: "新細明體","serif";">秒</span><span lang="EN-US">2</span></span></li>
</ul>
</ul>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">所以我們可以很清楚的知道棉布紙的乾透速度較慢,對於水彩畫者來說在水份的操控性上更佳。這對水彩初學者</span><span lang="EN-US">/</span><span style="font-family: "新細明體","serif";">畫者來講是<b>很重要的條件</b>。使用好畫紙能減少水分操控失敗的機率,就能更減少學習上的挫折。請不要跟我說甚麼初學者應該試圖學習使用不同的紙云云,<b>假設你今天是一個跳傘初學者,你會買次級的降落傘來試跳嗎?</b>水彩已經是公認失敗率極高又不易修改的媒材了,請不要再給自己增加麻煩。再者,雖然看起來好像木漿紙的潮濕時間夠長了,但是要注意以下的問題。</span><span lang="EN-US"></span></span></div>
<ul>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">這是在</span><span lang="EN-US">26</span><span style="font-family: "新細明體","serif";">度中做出來的實驗,在</span><span lang="EN-US">36</span><span style="font-family: "新細明體","serif";">度的戶外陽光照射下實際上乾透速度會更快。</span><span lang="EN-US"></span></span></li>
<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">渲染法必須在紙面呈現潮濕時施用為最佳,也就是在紙面水光變弱而仍未消失時,這段時間<b>非常的短</b>。濕透的紙面跟水光已消失的紙面是不適合一般的渲染法,前者顏料容易失去控制隨意奔流、後者很難分辨紙面是否還能暈開顏料。換言之,這個乾透實驗是要呈現<b>棉製與木漿製水彩紙的含水力差異</b>,實際上在作畫時要考慮到的變因更多。但是<b>含水力強的紙可以給畫者比較多的彈性時間</b>。</span><span lang="EN-US"></span></span></li>
</ul>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第三,說日本水彩紙顯色力較佳的人很明顯對水彩材料學知識不足。日本水彩紙「看起來」顯色力較佳基本上是因為<b>表面紋路淺</b></span><b><span lang="EN-US">(</span></b><b><span style="font-family: "新細明體","serif";">非模造紙的特徵</span><span lang="EN-US">)</span></b><span style="font-family: "新細明體","serif";">跟<b>纖維經過化學漂白</b>。表面紋路淺理論上會讓顏色看起來較亮是很正常的。因為紋路越深造成的紙面起伏越大,突起的地方會造成許多細小的陰影,也會讓完成畫作上的<b>表面光散射現象</b>越趨嚴重。而<b>這早就不是甚麼新問題了</b>,十九世紀維多利亞時期的畫家在使用</span><span lang="EN-US">1800</span><span style="font-family: "新細明體","serif";">年開始生產的華特曼</span><span lang="EN-US">(Whatman)</span><span style="font-family: "新細明體","serif";">紙時就發現這問題,所以發展出在紙面上塗上三層鋅白</span><span lang="EN-US">(Chinese White)</span><span style="font-family: "新細明體","serif";">再作畫的技巧。這樣處理過的畫紙保證比市面上所有畫紙顯色力要好,而且我非常驚訝在二十一世紀的今天,居然有一堆畫者不知道顏料廠販售<b>阿拉伯膠是要做什麼用的</b>。它的主要功能之一就是消除表面光散射,你沒有必要用較差的日本製水彩紙來獲得所謂的「顯色力」,只要在完成的畫作上塗上一層阿拉伯膠就</span><span lang="EN-US">OK</span><span style="font-family: "新細明體","serif";">了。這樣處理過的畫面保證鮮亮無比。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">再者,日本水彩紙很少標榜無酸,這是因為<b>纖維經過化學漂白</b>的結果,比較白的畫紙當然比較不會影響顯色。就好比原始山度士水彩紙的象牙白底色對於冷調畫面就比較不利,但是目前大多數的水彩紙廠也發展出了特白的水彩紙。而這種特白的水彩紙跟日本製水彩紙最大的差異就是<b>前者是不經化學漂白</b>的。化學漂白過的紙如前所述帶有酸性,對於畫作的保存跟某些對酸性有反應的顏料是會有嚴重影響的。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">所以本文寫到這裡,我想傳達的概念很簡單:就是沒有必要鼓勵初學者使用較差的畫材,更沒有必要練就甚麼「拿到某張紙就能立刻判斷紙質並做畫」這種荒謬的神功。「拿到某張紙就能立刻判斷紙質並做畫」是個<b>邏輯上</b>根本辦不到的事,我習畫至今十五年來從沒看過有人能在衛生紙、雪面銅板紙、以及塑膠瓦楞紙上畫水彩的人,我很想見識一下有此神功之人並開開眼界。也會有人拿<b>經濟性</b>作為理由,我想問<b>一張四開的</b></span><b><span lang="EN-US">Arches 300gsm<sup>2</sup> </span></b><b><span style="font-family: "新細明體","serif";">在台灣只賣</span><span lang="EN-US">65~75</span></b><b><span style="font-family: "新細明體","serif";">元的今天</span></b><span style="font-family: "新細明體","serif";">,你真的覺得經濟性是個理由嗎?</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">當然水彩畫者有權利選擇自己所喜歡的媒材,這點無庸置疑。但我希望在做出選擇的時候,畫者能好好權衡自己要的效果是不是有更好的方法,而不是犧牲許多便利性來換取所謂的「顯色力」。最後本文以</span><span lang="EN-US">Gordon Mackenzie </span><span style="font-family: "新細明體","serif";">在</span><span lang="EN-US">The Watercolorist’s
Essential Notebook— Landscape</span><span style="font-family: "新細明體","serif";">中的一語作結:</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><b><span lang="EN-US">Give yourself a break. Buy
quality paper (</span></b><b><span style="font-family: "新細明體","serif";">讓你自己輕鬆些吧,買好的紙</span><span lang="EN-US">)</span></b></span></div>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com7tag:blogger.com,1999:blog-4688226731018811886.post-60993302679878872132012-07-15T03:02:00.001-07:002012-07-15T03:02:40.452-07:00淺談調色盤設計(V)-不透明色的迷思<span style="font-size: large;">有沒有人跟你說過,透明水彩就該用越透明的顏色越好?</span><br />
<br />
<span style="font-size: large;">這個說法有個根本上的錯誤:<b>事實上所有水彩顏料都是不透明的。</b></span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;">你一定會很訝異這個說法,然後開始宣稱某某色比較透明,某某色比較不透明,所以應該有透明的顏料才對。但你想一想,如果顏料本身的色粉真的是透明的,我們應該會有長得像這樣子的顏料:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOJxFv18poitdDJYe7edtAaURmzlulhxMrw2um1i4sKDPvEFc97kpYUoHtT_lJKNSEI8DFVveUDBDNQSds5TwBKrnZ1myJW5ErIQQozWyAjufqr3HbdypuDL13-Vg3eaM3w1APsb14HMMX/s1600/%E9%80%8F%E6%98%8E%E9%A1%8F%E6%96%99.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOJxFv18poitdDJYe7edtAaURmzlulhxMrw2um1i4sKDPvEFc97kpYUoHtT_lJKNSEI8DFVveUDBDNQSds5TwBKrnZ1myJW5ErIQQozWyAjufqr3HbdypuDL13-Vg3eaM3w1APsb14HMMX/s640/%E9%80%8F%E6%98%8E%E9%A1%8F%E6%96%99.jpg" width="640" /></a></div>
<span style="font-size: large;">你看這顏料多透明阿!透明到連擠到調色盤上都能看到調色盤的白色底色,可惜上圖<b>不是顏料,那是<u>露得清洗面露</u></b>。真正的顏料擠到調色盤上都是這樣的:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUt7Ym2MO5XythXDPF2sk2UZinRoCFL-V3V1mTmFryjtuTNpIDzeLzYhqr4Sce8NzAZBON3cDR5EBlPJ15ut2L8bl1v8Mpa3fidew2Z30um4EsvqQcGvZqczLVM1Vtw9z0ZjUwIoKLk8mT/s1600/IMG_0266.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUt7Ym2MO5XythXDPF2sk2UZinRoCFL-V3V1mTmFryjtuTNpIDzeLzYhqr4Sce8NzAZBON3cDR5EBlPJ15ut2L8bl1v8Mpa3fidew2Z30um4EsvqQcGvZqczLVM1Vtw9z0ZjUwIoKLk8mT/s640/IMG_0266.JPG" width="640" /></a></div>
<span style="font-size: large;">所有的顏料都把調色盤的白色給遮蓋住了,跟上面的露得清洗面露根本不一樣。那哪裡有甚麼透明顏料?或許此時會有人說,不對,有種方法叫做<b>麥克筆遮蓋法</b>,<b>就是在紙上畫上一條不溶於水的黑線,然後把不同顏料塗上去,會遮住黑線的就是比較不透明。</b>這樣就能區分顏料的透明度了,不是嗎?</span><br />
<br />
<span style="font-size: large;">可惜,這說法還是有問題的。因為我可以很簡單的讓這測試結果完全一面倒。我們拿兩個顏料來比較就知道了,以下是我用Phthlocyanine Blue(一般所謂的透明色)跟Naples Yellow(一般所謂的不透明色)用<b>麥克筆遮蓋法</b>所得到的結果:兩個都是<b>不透明</b>的:</span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikyVzlyW1DSRYgXdjWbTt_gKjawLkKEPL3GNmElJTs6cE0Apd0TIS49kidSBXZ6qoZCRgbOExvNIdvbvgSIOspAjCtYUEBpJgE26afG1JhjVuWea5f_B3de0rQZmasOwkyoKHPMGrBgreo/s1600/%E9%80%8F%E6%98%8E%E5%BA%A6%E6%AF%94%E8%BC%83(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikyVzlyW1DSRYgXdjWbTt_gKjawLkKEPL3GNmElJTs6cE0Apd0TIS49kidSBXZ6qoZCRgbOExvNIdvbvgSIOspAjCtYUEBpJgE26afG1JhjVuWea5f_B3de0rQZmasOwkyoKHPMGrBgreo/s640/%E9%80%8F%E6%98%8E%E5%BA%A6%E6%AF%94%E8%BC%83(1).jpg" width="640" /></a> <br />
<span style="font-size: large;">我知道一定有人會說我把顏料弄得太濃了,需要稀釋。稀釋了以後呢,我得到的結果是兩個顏料都是<b>透明</b>的:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP_OVoPdOotw3txhEhnz1KOgaossFIvfgYwuSus9LHbTRB_T5tjQycpEDq-Aa9doJo_sNipZ37DCs_i7OCcbhvigI62HTlUOX0q2tUlNb5T-mFf-T8za3fYo9UfVybrZ9t8FKTFmTZV3UU/s1600/%25E9%2580%258F%25E6%2598%258E%25E5%25BA%25A6%25E6%25AF%2594%25E8%25BC%2583%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="382" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP_OVoPdOotw3txhEhnz1KOgaossFIvfgYwuSus9LHbTRB_T5tjQycpEDq-Aa9doJo_sNipZ37DCs_i7OCcbhvigI62HTlUOX0q2tUlNb5T-mFf-T8za3fYo9UfVybrZ9t8FKTFmTZV3UU/s640/%25E9%2580%258F%25E6%2598%258E%25E5%25BA%25A6%25E6%25AF%2594%25E8%25BC%2583%25282%2529.jpg" width="640" /></a></div>
<div style="text-align: justify;">
<span style="font-size: large;">我知道一定又有人說我把顏料弄得太稀了,這樣當然會變透明的。那我想問你一個問題,既然<b>稀釋度會影響透明度</b>,那所謂的透明跟不透明顏料根本就沒有意義,<b>因為任何顏料都會被稀釋度影響變得透明或不透明。</b>所以很多坊間水彩書籍上的透明性實驗都忽略了一個問題,那就是沒有告訴你它例子裡的顏料稀釋度,以及它是不是讓每個顏料的稀釋度都保持一致。所以這就造成了所謂<b>偏見</b>的形成。一般說來,目前顏料廠測試的方法是將顏料維持在20%體積濃度的稀釋度(也就是顏料呈現最飽和顏色時)再用以上的測試法去做測試,如此得到<b>真正的透明與不透明顏料</b>區分。可是這時你要問一個問題,那這樣區分透明與不透明顏料要幹嘛?</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">我個人研讀水彩史之後發現這是一個<b>歷史的悲劇,</b>不透明式水彩畫法(用高濃度顏料+白色)早在十六世紀就很流行了。然而,在十九世紀,也就是所謂的維多利亞水彩時期,因為水彩畫者開始抬頭,取得了跟油畫者相同的地位,所以開始敵視油畫,所以不透明式的水彩畫法逐漸被捨棄,因為油畫基本上是不透明的。</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">所以身為二十一世紀的水彩畫者必須瞭解到所謂「</span><span style="font-size: large;">透明水彩就該用越透明的顏色」這句話其實只是個<b>歷史的包袱</b>。尤其,水彩顏料裡的黃色系是一直到2000年左右顏料廠引進了</span><span style="font-size: large;">Nickel Azomethine Yellow(PY150)才有了這麼一個透明又耐光的黃色,其他的黃色都是不透明到半透明的。所以堅持用透明顏料的要求其實在二十一世紀前是做不到的。</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">那麼,不透明顏料到底</span><span style="font-size: small;"><span style="font-size: large;">真正的用途在哪裡?一般而言,不透明顏料的特性剛好與人造有機顏料相反,它們的<b>遮蓋力</b>來自於</span></span><span style="font-size: large;"><b>顏料粒子比較大</b>。所以不透明顏料有以下特性:</span></div>
<ol style="text-align: justify;">
<li><span style="font-size: large;">遮蓋力強,所以能在畫作的最後加上一些修飾而不受底色影響。</span></li>
<li><span style="font-size: large;">粒子較大的顏料在渲染時比較不會暈開,因為粒子比較重。所以在渲染時比較好控制。</span></li>
<li><span style="font-size: large;">承上,因為粒子重,所以對水分的控制需求較小,不太容易有回滲現象。</span></li>
<li><span style="font-size: large;">因為粒子大,在稀釋後顏色看起來會因為體積密度低而看起來比較朦朧,這點在英式水彩被發揮的淋漓盡致。Naples Yellow常被</span><span style="font-size: large;">英式水彩畫家</span><span style="font-size: large;">拿來做風景中第一層底色,這樣就能表現朦朧的霧景。</span></li>
</ol>
<div style="text-align: justify;">
<span style="font-size: large;"> 這些特性使得不透明顏料有著難以取代的地位。事實上除了<span style="color: black;"><a href="http://www.johnlovett.com/paint.htm" target="_blank">John Lovett</a> 之外,我真的沒看過有任何現存水彩畫家的調色盤是完全沒有不透明顏料的。</span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: black;">所以我的調色盤中的不透明顏料有:Naples Yellow, Cadmium Yellow, <b>Cadmium Scarlet</b>, Cerulean Blue, Cobalt Turquoise, Cobalt Green, Chromium Oxide, <b>Raw Sienna</b>,<b> Burnt Umber, </b>還有<b>Neutral Tint. </b>粗體字的顏料在之前就有介紹過了,而其他的顏色都是為了能增進不透明式畫法使用而加進來的。實際上,眼尖的讀者會發現我的真正目的<b>:平衡。</b>這點在下面一篇文章中會講到。</span></span></div>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-21086507197496121142012-07-13T18:09:00.000-07:002012-07-13T18:10:08.568-07:00淺談調色盤設計(IV)-慣用色<span style="font-size: large;">從本文的第一到第三部分,我介紹了所謂的六基本色、不飽和色,以及合成有機顏料的選用。一般而言,這樣子的顏色數目就已<b>很夠用</b>了</span>,<span style="font-size: large;">前面所提到的13個顏色如下:</span><br />
<br />
<span style="font-size: large;">(飽和色) </span><br />
<span style="font-size: large;">Transparent Yellow</span><br />
<span style="font-size: large;">Cadmium Scarlet</span><br />
<span style="font-size: large;">Quinacridone Magenta</span><br />
<span style="font-size: large;">Ultramarine Blue </span><br />
<span style="font-size: large;">Phthalocyanine Blue</span><br />
<span style="font-size: large;">Phthalocyanine Green</span><br />
<span style="font-size: large;">Dioxante Violet </span><br />
<br />
<span style="font-size: large;">(不飽和色)</span><br />
<span style="font-size: large;">Green Gold</span><br />
<span style="font-size: large;">Raw Sienna</span><br />
<span style="font-size: large;">Quinacridone Gold</span><br />
<span style="font-size: large;">Burnt Sienna</span><br />
<span style="font-size: large;">Quinacridone Maroon</span><br />
<span style="font-size: large;">Burnt Umber</span><br />
<span style="font-size: large;"><br /></span><br />
<div style="text-align: justify;">
<span style="font-size: large;">這個調色盤就已經具備很大的混色幅度,也有許多的不飽和色可供使用。在一般狀況下已是個很好的通用型調色盤,尤其適合喜歡透明畫法的畫者 (除了</span><span style="font-size: large;">Cadmium Scarlet、</span><span style="font-size: large;">Raw Sienna、</span><span style="font-size: large;">Burnt Umber之外,其餘都是透明色)。但既然我的調色盤上還有11個格子,我自然就不會將它們空下來(笑),本篇跟下一篇就來談談我要如何將這11個格子填滿,以及背後的原因。</span></div>
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<div style="text-align: justify;">
<span style="font-size: large;">本篇的篇名叫做慣用色,意思就是指<b>我調得出來</b>,<b>但我不想用調的,只想用現成的顏色。</b>而這是調色盤設計裡最需要經驗的一個部分,通常<b>只能靠不斷畫圖,參考其他大師的調色盤、再經由試驗歸納出自己的喜好。</b>所以以下我只介紹我的五個慣用色並說明我選用他們的原因。</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;">第一個要提到的是Neutral Tint,這是我調色盤裡最接近黑色的色彩。但實際上,我從之前提到的13個顏色中就已能調出非常深暗,甚至比市售的黑色都還要來的黑的顏色了。我用的配方是Phthalocyanine Green+Quinacridone Maroon。上面這組合調出來的黑色比Ivory Black 跟 Lamp Black 都還要黑,而且有著極高的透明性(因為兩色都是合成有機顏料),所以其實我在調色盤上<b>不需要</b>增加一個黑色。所以,我會使用Neutral Tint的原因除了避免要一直混色的麻煩外,另一個緣故是它帶有紫色,所以很接近人眼中的<b>陰影色彩。</b>而這是很自然的,因為<b>陽光是帶有黃色的,所以陰影自然會帶有黃色的補色。</b>很多人都說畫面中如果用太多黑色會導致沒有生氣的畫面,但用Neutral Tint 就沒這問題,好像我下面所做的一幅暖身用速寫,就只有用Neutral Tint一色,效果其實不差。</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_WF2HTTTdo5oU4OzYXKT6_GAdIE0-hmtpLP4Gdrn4LcGz_odm43Dw0368T3vfT3SKlvNdEMXEuBA2Vr7KLS5nAKVcJSHQb2VbStyNZqO3LTx1_L2cMEegBp2nRxKIwN0dzaFulrO3Welu/s1600/%E9%9C%A7%E6%9E%97.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_WF2HTTTdo5oU4OzYXKT6_GAdIE0-hmtpLP4Gdrn4LcGz_odm43Dw0368T3vfT3SKlvNdEMXEuBA2Vr7KLS5nAKVcJSHQb2VbStyNZqO3LTx1_L2cMEegBp2nRxKIwN0dzaFulrO3Welu/s640/%E9%9C%A7%E6%9E%97.jpg" width="640" /></a></div>
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<span style="font-size: large;">第二個要介紹的是Cobalt Blue,這是很多風景畫家、甚至是靜物、花卉畫家的基本配備。但很多人<b>其實不知道它的用途在哪裡。</b>跟Ultramarine Blue比較,Cobalt Blue在色調上其實相差不大 (尤其如果你用的是Cobalt Blue Deep),那為何還是很多專業畫者的調色盤中會同時有這兩個顏色?我目前測試的心得如下:</span></div>
<ul>
<li><span style="font-size: large;">與</span><span style="font-size: large;">Ultramarine Blue</span><span style="font-size: large;">比較,Cobalt Blue 在稀釋後的展色色調比較不會那麼灰。所以在畫天空時用Cobalt Blue的色彩有時比較合適。實例如下:</span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgchebQ0CeJDFxvrkMGNCk-IKTTbMVH18ohLj1b4oVbVRDDdkh328hLj_ECoUd4I2bnoGddCG_XudMOg7B4oNhZZiIXNZXRUqN76Whz6zpoHtN4f2019GbK6Bwki_H7dEOpzerWuWfa6lZu/s1600/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E7%25A8%2580%25E9%2587%258B%25E6%25AF%2594%25E8%25BC%2583.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgchebQ0CeJDFxvrkMGNCk-IKTTbMVH18ohLj1b4oVbVRDDdkh328hLj_ECoUd4I2bnoGddCG_XudMOg7B4oNhZZiIXNZXRUqN76Whz6zpoHtN4f2019GbK6Bwki_H7dEOpzerWuWfa6lZu/s640/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E7%25A8%2580%25E9%2587%258B%25E6%25AF%2594%25E8%25BC%2583.jpg" width="556" /></a></div>
<ul>
<li><span style="font-size: large;">Cobalt Blue 所含的紅色較少(不偏紫),在許多不使用綠色顏料的畫家裡,<b>用Cobalt Blue所調出的深綠色比較不那麼灰,尤其是跟</b></span><span style="font-size: large;"><b>Ultramarine Blue比較。</b>這裡我用了New Gamboge+</span><span style="font-size: large;">Ultramarine Blue跟</span><span style="font-size: large;">New Gamboge+Cobalt Blue相較。大家可以猜猜看哪個綠色是哪個配方混出來的。如果你觀察不到差異,<b>代表你的辨識綠色跟混和綠色技巧出了問題</b>,請見我翻譯的「如何調出合適的綠色」這一系列文。</span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrAMMiZQ9Sg8HECaLgXMZ0sp8tiohMd_NKLCo6k3QrfIb0PxIZfXtyH2gnZgM3nr54HBTbCq3IDa-Mwqnjwt5D4NSdntJlSMYXJ2U795l3eNufrqdTM1hYuA6C-YAB9GAAiNZBJTDwsSMD/s1600/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E6%25B7%25B7%25E7%25B6%25A0%25E8%2589%25B2%25E6%25AF%2594%25E8%25BC%2583.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrAMMiZQ9Sg8HECaLgXMZ0sp8tiohMd_NKLCo6k3QrfIb0PxIZfXtyH2gnZgM3nr54HBTbCq3IDa-Mwqnjwt5D4NSdntJlSMYXJ2U795l3eNufrqdTM1hYuA6C-YAB9GAAiNZBJTDwsSMD/s640/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E6%25B7%25B7%25E7%25B6%25A0%25E8%2589%25B2%25E6%25AF%2594%25E8%25BC%2583.jpg" width="640" /></a></div>
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<li><span style="font-size: large;">最後,在透明度的比較上,Cobalt Blue跟</span><span style="font-size: large;">Ultramarine Blue傳統上被視為透明色或半透明色,但其實Cobalt Blue比較不透明。在這裡不透明的議題會在下一篇文中探討。不透明的顏料在某些時候比較有優勢,<b>例如像是畫靜物時如果畫者使用的是重疊法,多次重疊透明色會讓顏色變暗沉,但是比較不透明的顏料則無此問題。</b>珍妮佛‧雪菲爾在她的<i>水彩畫的豐富質感</i>一書(積木文化出版)就對Cobalt Blue下了此評語: <span style="font-size: small;"><i><br /><br />鈷藍(cobalt Blue)是那種無論上了幾層色,都不會比底下的色層來的暗沉的顏色。雖然在開始作畫及薄塗時,這是最好的顏色(指藍色),但仍要找別種藍色來畫更深的陰影才好。</i></span> <br /><br />很可惜的,</span><span style="font-size: large;">雪菲爾在她的書中認為</span><span style="font-size: large;">Cobalt Blue</span><span style="font-size: large;">是透明色,所以其實這代表她<b>知其然,而不知其所以然</b>,</span><span style="font-size: large;">Cobalt Blue</span><span style="font-size: large;">的不暗沉特性跟它的不透明性有極大的關係。這點我做了個很一般的<b>麥克筆遮蓋實驗</b>來證明。請留意咖啡色框中的</span><span style="font-size: large;">Cobalt Blue</span><span style="font-size: large;">其實稍稍蓋住了麥克筆的黑色,代表它具有較強的不透明性。</span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitP4MuC-2LgBjJmExzjSvqCmaoWJ2mhL_d7hiN0tDyXIGGW9f11gMFstJZlN7CHJo_oYopE8lOx1wyxs3deY30VdvP9cM5bTD5y6F-Uk0psFIrBdx6GxIuXBRDfRh4b6WpzNAIHT1YTkbh/s1600/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E6%25B7%25B7%25E9%2580%258F%25E6%2598%258E%25E5%25BA%25A6%25E6%25AF%2594%25E8%25BC%2583.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="492" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitP4MuC-2LgBjJmExzjSvqCmaoWJ2mhL_d7hiN0tDyXIGGW9f11gMFstJZlN7CHJo_oYopE8lOx1wyxs3deY30VdvP9cM5bTD5y6F-Uk0psFIrBdx6GxIuXBRDfRh4b6WpzNAIHT1YTkbh/s640/%25E9%2588%25B7%25E8%2597%258D%25E8%2588%2587%25E7%25BE%25A4%25E9%259D%2592%25E6%25B7%25B7%25E9%2580%258F%25E6%2598%258E%25E5%25BA%25A6%25E6%25AF%2594%25E8%25BC%2583.jpg" width="640" /></a></div>
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<span style="font-size: large;">所以這也就是為何專業畫者會用</span><span style="font-size: large;">Cobalt Blue的原因,即使它的差異與Ultramarine Blue真的很小。有時畫者選擇顏料其實看得是除色調之外的<b>其他性質。</b>而這也就是專業畫者跟初學者很難彼此溝通的地方。對專業畫者來說,<b>在調色盤裡的每個顏料的選用應該都要有它的原因,以及它和其他所選顏料的配合度</b>。而初學者通常是只憑個人喜好,這就會造成教學上的一些困擾。</span></div>
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<span style="font-size: large;">我必須說在台灣,初學者所遇到的問題永遠都是不知如何運用顏料,然後美術老師(尤其是教水彩的)不知道怎麼解說顏料特性,也不知道他給的色表的<b>調色幅度</b>、<b>透明性</b>、<b>染色性</b>、還有<b>互補色</b>這些明明就是至關重要<b>繪畫色彩學理論</b>跟<b>繪畫材料學應用</b>。<b><br /></b></span></div>
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<span style="font-size: large;">我在這裡就這麼直說,如果你是個美術教學者,你看到了另一個專業畫者的調色盤色表,你沒有辦法在<b>一小時內</b>了解這個人的<b>調色幅度限制</b>、<b>顏料物理性質</b>以及<b>可能的顏料應用策略</b>,你根本就<b>沒有資格教畫</b>。用色風格從來就不是從「多多欣賞他人作品」就能習得,因為現在美術用品商所生產的專家級顏料起碼都是八十幾色起跳,<b>你在其他畫者作品中上看到的某個色彩你哪知道他用的是甚麼樣的顏料</b>?一樣顏色的顏料在畫面上呈現會一樣嗎?你真的做過了實驗了嗎?二十一世紀水彩畫者的能力如果還停留在十九/二十世紀那不可能的三原色理論和莫名其妙的一堆「美感」、「用色大膽」、「畫意」這種根本完全沒有任何實際語意的詞彙。我們的藝術不會有未來。<b>欣賞作品然後亂放炮</b>跟完全理解</span><span style="font-size: large;"><b>繪畫色彩學、</b></span><span style="font-size: large;"><b>繪畫材料學、</b>以及<b>平面設計</b>是兩個完全<b>不一樣</b>的事。</span></div>
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<span style="font-size: large;">那我們繼續回到慣用色的議題上,我還有三個慣用色,Sap Green、New Gamboge,跟Cobalt Violet。這三個很顯然的跟我的風景與花卉兩個主題有關。關於Sap Green 的應用我會在之後翻譯Bruce MacEvoy 的「如何調出實際的綠色」第四部份中會說到,它是我在風景畫中的「基本綠色」,用它與其他黃、藍、甚至是紫色跟紅色混調就能表現出許多自然界裡的綠色。</span></div>
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<span style="font-size: large;">New Gamboge的使用是習自John Pike, 它是個透明的橘黃色,比起不透明的深鎘黃色來說,它所調製的綠色比較鮮明,繪製的黃色花瓣也比較輕盈。所以這一直是我最常用的橘黃色。</span></div>
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<span style="font-size: large;">至於Cobalt Violet,這基本上是花卉畫者的最愛色彩之一,有著柔和的紫色調,還帶有些許細緻的沉澱。有個好玩的例子,即使是<b>風景畫者,有時還是得用到Cobalt Violet</b>,尤其是英國的畫者。因為英國春天最常見的植物叫做藍鈴草(Blue Bell),藍鈴草一直被風景畫者視為是惡魔級的景物,因為它一下看起來像藍色,一下看起來像紫色,而且配上英國春天的霧看起來實在是太柔和了(沒有強烈的色彩),導致任何人對藍鈴草的顏色描述都不太一樣。所以畫者必須找到兩個物理性質很像,混合起來鮮明,然後顏色又不能太強烈(像合成有機顏料就不太好)的藍跟紫色解決這問題。想到了嗎?就是</span><span style="font-size: large;"><b>Cobalt Blue</b>跟<b>Cobalt Violet</b>。英國的Wilfred Ball、Peter Woolley, 跟我常提到的Geoff Kersey不約而同都使用了這兩色來解決英國春天的</span><span style="font-size: large;">藍鈴草問題。風景跟花卉的用色在這裡融合的非常美妙。因為藍鈴草本來就是一種花阿(笑)</span></div>
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<span style="font-size: large;">下面的一篇文將要說明我這次調色盤設計的一個最大變動,那就是<b>不透明顏料</b>的引進。很多人認為透明水彩就應該要避免使用不透明的顏料,但其實這個理解並不太全面,下文將仔細解說不透明顏料在我調色盤設計的用途。 </span>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-64443001326155696362012-07-13T00:00:00.000-07:002012-07-13T00:00:44.102-07:00淺談調色盤設計(III)-合成有機顏料<div style="text-align: justify;">
<span style="font-size: large;">在上一篇文中我提及了我的調色盤中不飽和色如今有七個:Green Gold, <b>Raw Sienna</b>, Quinacridone Gold, <b>Burnt Sienna</b>, Quinacridone Maroon, <b>Burnt Umber</b>, 和 Neutral Tint。除了粗體的三個顏料之外,我其他的四個顏料都沒有介紹到。</span></div>
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<span style="font-size: large;">本文就是要解釋為何我加入了其他除Neutral Tint的三個顏料,以及引出本文的另一個重點,就是人工合成有機顏料的特殊性與用途。首先我們看一下</span><span style="font-size: large;">Green Gold,Quinacridone Gold, Quinacridone Maroon和之前所述的</span><span style="font-size: large;">Raw Sienna,</span><span style="font-size: large;">Burnt Sienna</span><span style="font-size: large;">,Burnt Umber這兩組顏色的比較。</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu3sJmmAkmwkpwNWlrDq6GDr9lFnojNiyC3ACtJz4zOT4opvbrkmrSSqkBOuVK6o8-gPVFwnilQeAeHiAs_4GcB1ukeUKvkDYSczMnQHSyvJ8ssUvjVpgyGQM1ILCFavRrIixKTmYBx9LM/s1600/Inorganic-Organic(Web).JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu3sJmmAkmwkpwNWlrDq6GDr9lFnojNiyC3ACtJz4zOT4opvbrkmrSSqkBOuVK6o8-gPVFwnilQeAeHiAs_4GcB1ukeUKvkDYSczMnQHSyvJ8ssUvjVpgyGQM1ILCFavRrIixKTmYBx9LM/s640/Inorganic-Organic(Web).JPG" width="640" /></a></div>
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<span style="font-size: large;"> 我們可以發現即使是不飽和色,這兩組顏色有顯著的差異。而它們的差異來自於:左邊的</span><span style="font-size: large;"></span><span style="font-size: large;">Raw Sienna,</span><span style="font-size: large;">Burnt Sienna</span><span style="font-size: large;">,Burnt Umber是<b>天然無機顏料(取自礦物)</b>、而右邊的</span><span style="font-size: large;"></span><span style="font-size: large;">Green Gold,Quinacridone Gold, Quinacridone Maroon是<b>合成有機顏料</b>(由人工從石油或金屬化合而來)。</span></div>
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<span style="font-size: large;">一般而言,<b>合成有機顏料</b>比起<b>天然無機顏料</b>跟<b>合成無機顏料</b>有以下的幾個特性:</span></div>
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<li><span style="font-size: large;">具有強烈的染色力。</span></li>
<li><span style="font-size: large;">具有較佳的展色力(Tinting strength),也就是可以稀釋到某個程度還是保有色彩,這從上方的圖可以看的出來。</span></li>
<li><span style="font-size: large;">具有較高的透明性。</span></li>
<li><span style="font-size: large;">在稀釋到最高色彩飽和度出現後,</span><span style="font-size: large;"><b>合成有機顏料</b>看起來比較亮。</span></li>
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<span style="font-size: large;">而這些特性都是跟</span><span style="font-size: large;"><b>合成有機顏料</b>的物理特性有關,它們的<b>顏料粒子比較細小</b>:所以比較容易滲入紙面纖維中染色,然後加水後密度較高所以展色力強;最後粒子細小讓紙面的反光通過顏料縫隙的機率變高,所以比較透明,也比較亮。</span></div>
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<span style="font-size: large;">因此,為了增進透明式畫法的運用,我的調色盤上有著許多的合成有機顏料。除了之前提過的六基本色裡的</span><span style="font-size: large;">Quinacridone Magenta, Transparent Yellow, Phthalocyanine Blue, </span><span style="font-size: large;">Phthalocyanine Green, 和本篇提到的</span> <span style="font-size: large;">Green Gold,Quinacridone Gold, Quinacridone Maroon之外。我還增加了一個合成有機的紫色:Dioxante Violet。這藍紫色非常好用,除了展色性高之外,也能有效中和黃綠色系。</span></div>
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<span style="font-size: large;">不過還是值得提醒一件事,就是使用</span><span style="font-size: large;"><b>合成有機顏料</b></span><span style="font-size: large;">要小心以下兩件問題:</span></div>
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<li><span style="font-size: large;">合成有機顏料的</span><span style="font-size: large;">展色力</span><span style="font-size: large;">很大,在調色時最好少量慢加,以免顏色整個變成另外一個顏色。我的經驗是運用這些顏料時最好從你認為需要的量的四分之一開始加起。以免發生調色失敗,然後洗筆水必須整個重換的慘劇。<b>展色力大代表洗筆水也容易受到汙染。</b></span></li>
<li><span style="font-size: large;">因為粒子細小,所以</span><span style="font-size: large;">合成有機顏料很容易被水推動,這代表它很容易產生下圖所示的<b>回滲現象</b>,尤其是你想用柔邊法時,要很注意柔邊的筆上不要有太多水。 </span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW9T9gJVNQAwrNg6l2ri4aPFs_Qlpxy0NkDPDbnx3_maqroxND-Fc7ggBcGlYcolZP9HJ9k7iXb-WwOrxny4DYrHmd-kjlPb2ec9k8VIvs_XFNXrDYUYnKtzvtiT4-e640zjOwsJAZtnBN/s1600/%E5%9B%9E%E6%BB%B2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="555" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW9T9gJVNQAwrNg6l2ri4aPFs_Qlpxy0NkDPDbnx3_maqroxND-Fc7ggBcGlYcolZP9HJ9k7iXb-WwOrxny4DYrHmd-kjlPb2ec9k8VIvs_XFNXrDYUYnKtzvtiT4-e640zjOwsJAZtnBN/s640/%E5%9B%9E%E6%BB%B2.jpg" width="640" /></a></div>
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<span style="font-size: large;">基本上大家可以把</span><span style="font-size: large;"></span><span style="font-size: large;"><b>合成有機顏料</b>想成是個擁有1000匹馬力的超級跑車,它可以跑到一般車子跑不到的高速度,但是需要更佳的操控能力。</span></div>
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<span style="font-size: large;">而至於坊間很多美術社老闆都謠傳<b>合成有機顏料</b>有毒,還是天然顏料比較好云云。我只能說目前廠商仍在生產的顏料中,以鉛白、鎘系顏料,跟錳藍(Manganese Blue)的毒性最為強烈。但他們都是<b>合成無機顏料 </b>,<b>而且只要不要吃進肚子或經由鼻腔吸入幾乎都不會有問題。</b>而至於天然顏料嗎,從礦物採出的雄黃(砒霜的異構物)跟硃砂(硫化汞)毒性可就比任何</span><span style="font-size: large;">合成有機顏料要大多了。基本上</span><span style="font-size: large;"><b>合成有機顏料是很安全的</b>。</span>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-76232104503204455982012-07-12T05:38:00.001-07:002012-07-12T05:49:39.669-07:00淺談調色盤設計(II)-不飽和色的選用<span style="font-size: large;">在上一篇我們提及了我個人調色盤上的六基本色及選用他們的理由,本篇就來談另一個問題,在我的調色盤中,甚麼顏色最常被用完?</span><br />
<span style="font-size: large;">很好玩的,六基本色從來都不是我最常用的顏色,我真正最常用完的顏色排名,第一是Raw Sienna, 第二是 Burnt Sienna,第三是Burnt Umber。這三個顏色的飽和度都較低,所以一般畫者都叫他們做「<b>不飽和色</b>」(Unsaturated color)。而說來好笑的是很少有初學者會喜歡不飽和色,因為它們的顏色,恩,簡單來說就像是不同大便的顏色。但幾乎所有的專業畫者裡的調色盤跟顏料套裝都會有這些看似不起眼的顏色,這是為什麼?</span><br />
<span style="font-size: large;">理由是<b>自然界的景物顏色通常都不是飽和的</b>,除非你畫的是<b>插畫</b>(illustration),不是一般的傳統定義的<b>繪畫</b>(painting)。過度運用飽和色會讓畫面很刺眼而且不真實。套句我水彩同好潘大哥的說法:「就是很噁爛。」為了避免顏色過度不真實,許多傳統的風景畫家(包含我在內)都會先用不飽和的顏色打上一層底色,然後再開始描寫景物。這種方法可以有效避免顏色太亮的問題。當然,這個東西會牽涉到個人用色風格問題。我舉個簡單的例子,像之前有提過的「<a href="http://quinacridone-gold.blogspot.tw/2012/02/hake.html">Hake派畫家</a>」就會在每幅作品開始前打上一層薄薄的Raw Sienna。這層薄薄的Raw Sienna 看似若有若無,實際上起碼有三個很重要的作用:</span><br />
<ol>
<li><span style="font-size: large;">它能快速將畫紙白色的地方填滿,畫紙的白色在水彩中是扮演著最亮光的腳色,如果你不將畫紙用個不飽和色填滿,<b>等於你正在看著一張發亮的LED招牌在作畫</b>,這樣很容易造成<b>錯誤的對比</b>或是<b>畫面對比不足</b>。</span></li>
<li><span style="font-size: large;">因為傳統水彩多是以透明技法為主,所以在景物中比較上色淡薄的地方(例如遠山),這層薄薄的Raw Sienna會透出來,增加顏色的細緻變化,<b>這種細膩的顏色變化能大幅度提升畫面品質</b>。尤其是Hake派畫家通常會將底色的Raw Sienna用濕中濕法上的不均勻,也就是巧妙的利用水的流動性增添畫面的趣味。</span></li>
<li><span style="font-size: large;">Raw Sienna 是Ultramarine Blue/Cobalt Blue 的中和色(Neutralize color),而後面兩個藍色常被Hake派畫家用來繪製天空。這樣能夠稍稍降低藍色的飽和度,<b>藍天通常不是像一般人所想的那麼藍</b>,尤其是在空氣中充滿各種污染物質的二十一世紀。真正的像顏料的藍天通常是在萬里無雲,烈日當空的情況出現,而這種天氣是專業畫者最難處理的。因為<b>陽光太強,景物會缺乏對比,常用的空氣遠近法也會完全失效。</b>我很少有看過水彩畫家會在這種時候去取景的,因為畫面會太無聊而缺乏生氣。</span></li>
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<span style="font-size: large;">這技巧後來就被我一直採用,所以自然而然Raw Sienna就成了我最常用完的顏色,因為每幅畫幾乎都會用到。</span><br />
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<span style="font-size: large;">而Burnt Sienna是幾乎每個水彩畫家的必備色,它能很有效的中和任何顏色。我喜歡跟他人開玩笑說如果你調色時覺得調出來的色彩太亮而不知如何是好時,就加點Burnt Sienna來試試 。英國水彩畫家Geoff Kersey在下面的片段40~60秒時就展現了他專業的調色技巧。他在試圖調出一個深綠色時,他用了三個顏色:Viridian, Ultramarine Blue, 跟Burnt Sienna。</span><br />
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<span style="font-size: large;">他在這二十秒內講的話是:「然後,我想要個豐厚的深綠色。為此我要用Viridian,這是個非常強的顏色,像是個祖母綠的顏色。但它在調深綠色時是個很好的基本綠色,我要加點Ultramarine Blue在裡面,然後<b>用Burnt Sienna來使它變得沉穩。</b>」這點在我翻譯Bruce MacEvoy的「<a href="http://quinacridone-gold.blogspot.tw/2012/07/ii.html" target="_blank">系統性綠色調和法則</a>」中就有提到:調和綠色需要三個顏色。而這就是初學者很難掌握到的點。事實上,Geoff Kersey在他的<a href="http://www.geoffkersey.co.uk/paint.html" target="_blank">個人網站</a>上就如此評論Raw Sienna:"I don’t think I have ever done a painting without this versatile colour and burnt sienna." (我想我不曾畫過一幅畫不用這好用的顏色跟Burnt Sienna的)。這就能看出Raw Sienna跟Burnt Sienna 對專業畫者而言有多重要了。</span><br />
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<span style="font-size: large;">接下來是Burnt Umber,這顏色在我的<a href="http://quinacridone-gold.blogspot.tw/2011/08/blog-post.html" target="_blank">另一篇文章</a>中就提過有好用了。它跟Ultramarine Blue 的配合能產生極佳的一系列藍-灰-棕色調。有時甚至只要這兩色就能完成一幅畫。</span></div>
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<span style="font-size: large;">或許有人會說,這是<b>風景畫家的偏見。</b>我承認我可能會有,但過度使用飽和色即使在<b>靜物畫</b>中也是很危險的事。這常見於<b>台灣畫室培養出來的學生</b>,也就是那種<b>不用看實物也能畫出蘋果、香蕉的神奇畫者</b>。下面影片就是個很好的例子:</span></div>
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<span style="font-size: large;">我承認我做不到這種魔術,因為我非科班出身,也沒受過畫室訓練。但是,我在實際的世界中真的沒看過長的像這樣的蘋果。我看著<b>實際的蘋果</b>畫出來會長這樣:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmIYWJnm8gbC7HrFjQlfKtDS8dvq8_RdFnxLyucJqJq_cIzV3Z32pes8O6CchsB34_q7DBXsI1G0JSDu3lumuc2GCWRvoQHmhRV-ZAJ5hy1eEv4PrLzsxlhRfS2espSPo_LJ8Cql8kHa4O/s1600/apple.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmIYWJnm8gbC7HrFjQlfKtDS8dvq8_RdFnxLyucJqJq_cIzV3Z32pes8O6CchsB34_q7DBXsI1G0JSDu3lumuc2GCWRvoQHmhRV-ZAJ5hy1eEv4PrLzsxlhRfS2espSPo_LJ8Cql8kHa4O/s400/apple.JPG" width="400" /></a></div>
<span style="font-size: large;">這裡面用了大量的Raw Sienna, Burnt Sienna, 跟 Burnt Umber,在這裡我不做任何優劣上的批評,本格讀者可以自行選擇自己想要的風格跟用色,我只是把我的心得與大家分享。當然,說到風格,有人可能會說用飽和色是他的用色風格和美感云云,<b>他心中的蘋果就是長那樣,是超現實主義風格</b>。我當然也不反對這種說法,不過我還是重申<b>良好的調色技巧不管是哪種風格都很需要</b>,不飽和色使用得當,所能達到的效果也是可以很<b>超現實</b>。</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmw9x0whKXNQJ8gKITuRxZtIs3DQWzbn-242zaCpNBvgzxrt1248Fa9Wp926TlykLWDmXkc_OmkQFgmKDwHZNe5Xq34cSZqsbkf6yaZEBVGANNzwxdFncohgOrsu3UifUXBb7lsFQe8Lu9/s1600/Apple(British+portrait+style%29.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmw9x0whKXNQJ8gKITuRxZtIs3DQWzbn-242zaCpNBvgzxrt1248Fa9Wp926TlykLWDmXkc_OmkQFgmKDwHZNe5Xq34cSZqsbkf6yaZEBVGANNzwxdFncohgOrsu3UifUXBb7lsFQe8Lu9/s400/Apple(British+portrait+style%29.jpg" width="387" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">這是我所做過的英式肖像式靜物臨摹,很巧的也是蘋果。</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr>
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<span style="font-size: large;">我想對於用色/技巧的評論就此打住,我的調色盤中不飽和色如今有七個:Green Gold, <b>Raw Sienna</b>, Quinacridone Gold, <b>Burnt Sienna</b>, Quinacridone Maroon, <b>Burnt Umber</b>, 和 Neutral Tint。在這篇文章中我只介紹了三個,其他四個的選用的考量有更重要的因素,這點會在下一篇文說明。</span><br />
<br />Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-47758989060697186882012-07-11T23:32:00.001-07:002012-07-11T23:32:53.683-07:00淺談調色盤設計(I)-最大化調色幅度<span style="font-size: large;">你調色盤上的顏色是怎麼選擇的?</span><br />
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<span style="font-size: large;">這個問題對水彩初學者來說非常簡單,通常只有三個答案:套裝水彩、老師給的色表、以及自己喜歡的顏色。而對於職業畫者來說,這就會是個非常難以回答的問題,通常也很難會有一個一致性的答案。我藉由本次(2012/07/11)重新調整調色盤上色彩的機會,來談談我是如何選擇調色盤上的顏色的,也就是我的調色盤設計著重點為何,以及我認為在選擇顏色時的一些應該注意的地方。</span><br />
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<span style="font-size: large;">我的調色盤現在長這樣,有二十四個不同的顏色:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUt7Ym2MO5XythXDPF2sk2UZinRoCFL-V3V1mTmFryjtuTNpIDzeLzYhqr4Sce8NzAZBON3cDR5EBlPJ15ut2L8bl1v8Mpa3fidew2Z30um4EsvqQcGvZqczLVM1Vtw9z0ZjUwIoKLk8mT/s1600/IMG_0266.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUt7Ym2MO5XythXDPF2sk2UZinRoCFL-V3V1mTmFryjtuTNpIDzeLzYhqr4Sce8NzAZBON3cDR5EBlPJ15ut2L8bl1v8Mpa3fidew2Z30um4EsvqQcGvZqczLVM1Vtw9z0ZjUwIoKLk8mT/s640/IMG_0266.JPG" width="640" /></a></div>
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<span style="font-size: large;">這二十四個顏色分別是:</span><br />
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<span style="font-size: large;">Naples Yellow Light, Transparent Yellow, Cadmium Yellow Light, New Gamboge, Cadmium Scarlet, Quinacridone Magenta, Cobalt Violet, Dioxante Violet, Ultramarine, Neutral Tint, Burnt Umber, Quinacridone Maroon, Burnt Sienna, Quinacridone Gold, Raw Sienna, Green Gold, Chromium Oxide, Sap Green, Cobalt Green, Phthalocyanine Green Blue Shade, Cobalt Turquoise Light, Phthalocyanine Blue, Cerulean Blue, 和 Cobalt Blue.</span><br />
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<span style="font-size: large;"> 那為何我要選這二十四種顏色?答案很簡單,就是希望有一個可以足敷我繪製風景與花卉,但又不要顏色太多導致難以攜帶外出寫生的調色盤。所以,很顯然,我的調色盤設計上已經(1) <b>有了主題的偏好</b>以及(2)有了一些<b>選色上的折衷</b>。我們當然希望能有越多顏色可用越好,但是在有戶外使用考量時,你就必須折衷選擇你的顏色。</span><br />
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<span style="font-size: large;">那這些顏色的選擇是怎麼來的? 首先我的第一考量就是如何讓這折衷的調色盤能調出最多種的顏色,也就是<b>調色幅度要夠大</b>。我個人本身不是三原色或六原色理論的支持者,這點下方會說明。基本上,我的所有調色盤上至少要有下列的六個顏色:</span><br />
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<span style="font-size: large;">Transparent Yellow</span><br />
<span style="font-size: large;">Cadmium Scarlet</span><br />
<span style="font-size: large;">Quinacridone Magenta</span><br />
<span style="font-size: large;">Ultramarine Blue</span><br />
<span style="font-size: large;">Phthalocyanine Green Blue Shade</span><br />
<span style="font-size: large;">Phthalocyanine Blue Green Shade</span><br />
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<span style="font-size: large;">這六個顏色如果放在色相環上,會形成一個面積最大的六角形,所以理論上在任何六個顏色的選擇上,<b>這六個顏色的混色幅度會是最大</b>的。這點</span><span style="font-family: 微軟正黑體; font-size: large;">Bruce MacEvoy的<a href="http://handprint.com/HP/WCL/color13.html#secondary">觀點</a>是與我一致的。我稱它們為<b>六基本色。</b></span><br />
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<span style="font-family: 微軟正黑體; font-size: large;">那這理論要怎麼證明呢?很簡單,用小時候學過的<a href="http://www.pws.stu.edu.tw/cardend/HTM/english/Itten.htm">伊登十二色相環法</a>就能看出來了。首先是用溫莎‧牛頓所推行的三原色法混出十二色色相環,與我用六基本色所混出的十二色色相環做比較。</span><br />
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<span style="font-family: 微軟正黑體; font-size: large;">三原色法:(Winsor Lemon, </span><span style="font-size: large;">Quinacridone Rose, </span><span style="font-size: large;">Phthalocyanine Blue Green Shade)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuxPnCcXdiPWgXpWRU0KlOng3GsyXhqm1GSpwpxg7LAD-N8O-CjDlams8RwoxlmkYajh8ytKJUfv3cIZoeDI6GYyfS7R5wYL_L5lknsJqWN3G-lvNWvoYnRpNlrIvNuItrDeiN49nBinH3/s1600/IMG_0272.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuxPnCcXdiPWgXpWRU0KlOng3GsyXhqm1GSpwpxg7LAD-N8O-CjDlams8RwoxlmkYajh8ytKJUfv3cIZoeDI6GYyfS7R5wYL_L5lknsJqWN3G-lvNWvoYnRpNlrIvNuItrDeiN49nBinH3/s640/IMG_0272.JPG" width="426" /></a></div>
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<span style="font-family: 微軟正黑體; font-size: large;">六基本色法:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN4qkjNkOoRjSd6522cwzRAhKO08242zvLAnlsv7BGWPO0lQnRzrDhwkGLUGVZb7vVAkv2plNfmLtlDUsxhJZKBtWttmKFwuk8Z7Ztu0hsDZKR6eJ_81Cj054spWWADpUz2719cXdxLfFx/s1600/IMG_0274.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN4qkjNkOoRjSd6522cwzRAhKO08242zvLAnlsv7BGWPO0lQnRzrDhwkGLUGVZb7vVAkv2plNfmLtlDUsxhJZKBtWttmKFwuk8Z7Ztu0hsDZKR6eJ_81Cj054spWWADpUz2719cXdxLfFx/s640/IMG_0274.JPG" width="426" /></a></div>
<span style="font-family: 微軟正黑體; font-size: large;">我們可以看到六基本色法比三原色法調出來的橙、紫、還有綠色系都要來的飽和多了。<b>這基本上也說明了三原色法在畫用顏料上其實是行不通的。</b>所得到的二次色 (也就是</span><span style="font-family: 微軟正黑體; font-size: large;">橙、紫、綠)基本上都帶有灰色感,也就是飽和度不足。這種因混色而生的飽和度減損是一個很有趣的議題,但是這裡我不詳述。</span><br />
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<span style="font-family: 微軟正黑體; font-size: large;">當然,坊間很多入門書籍會說,<b>三原色法沒有問題,是顏料有問題</b>。顏料的紅、黃、藍都帶有色偏:黃色有偏橙跟偏綠兩種、紅色有偏橙跟偏紫兩種,然後藍色有偏綠跟偏紫兩種。所以六原色法因運而生。把紅黃藍三色拆成六色,再視混色需求選擇適合的「原色」,像是選擇偏橙的黃色跟偏橙的紅色來混出橙色,這樣就會比較鮮豔,就能解決三原色法的問題。這種說法有個<b>邏輯上的問題</b>:<b>如果畫者都是用顏料在畫圖、而顏料沒有辦法反映出真實的三原色。那請問你教三原色法做甚麼?</b>因為它根本<b>沒有實際上的應用價值</b>。我很訝異在我們的美術教育裡居然沒有人發現過此問題。</span><br />
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<span style="font-family: 微軟正黑體; font-size: large;">就算我們把三原色拆開成六原色,實際上所得到的混色飽和度也不會增大多少。</span><span style="font-family: 微軟正黑體; font-size: large;">溫莎‧牛頓近年所推行的六原色法所包含的顏料有以下六種:</span><span style="font-family: 微軟正黑體; font-size: large;">Winsor Lemon, </span><span style="font-size: large;">Cadmium Yellow Light, Cadmium Scarlet, Quinacridone Rose, Ultramarine Blue, 和</span><span style="font-size: large;">Phthalocyanine Blue Green Shade。所得到的色相環如下:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEM4DcjZXzS9qd2M2BvOAKurwA6-GhMY5PyH8d98sDQFJixIUoYdujIazzt3pojAykzl-50S5dOWcT6Xbr3avZetflSt5VPmlt_sKFxT_eNNx30VF-7PsbcHCYX7laNPcDCiM58SrYDNBp/s1600/IMG_0273.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEM4DcjZXzS9qd2M2BvOAKurwA6-GhMY5PyH8d98sDQFJixIUoYdujIazzt3pojAykzl-50S5dOWcT6Xbr3avZetflSt5VPmlt_sKFxT_eNNx30VF-7PsbcHCYX7laNPcDCiM58SrYDNBp/s640/IMG_0273.JPG" width="426" /></a></div>
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<span style="font-size: large;">我們可以立刻發現這種六原色法在紫色跟綠色混色上仍是不及我所使用的六基本色法。而且還會造成畫者在選色上有所失誤,因為這方法使得畫者必須在腦中挑選<b>適合的原色</b>。然後再做混色,這是我不支持六原色法的最大原因:<b>它無法真正改善調色幅度,還會造成概念上的混亂</b>。</span></div>
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<span style="font-size: large;">那為何要將調色幅度調大,這基本上很簡單:調色幅度大的調色盤能調出比較多的顏色,不論是飽和還是不飽和。<b>調色幅度大並不會造成畫面顏色過亮或不和諧,而是調色技巧不佳所導致。</b>前兩者並不能混為一談。 </span></div>
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<span style="font-size: large;">所以再經由這十五年中不斷試驗的結果,我的調色盤中一定要有前方所述的六基本色,然後再視其他因素去選擇額外的顏色。這點在本文的其餘部分會做逐一解說。 </span></div>
<br />Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-66285538274504957632012-07-05T20:49:00.000-07:002012-07-05T20:54:51.434-07:00水彩在戶外寫生的優勢<span style="font-size: large;"><br /></span><br />
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<span style="font-family: "新細明體","serif"; font-size: large;">水彩在寫生上的優勢是顯然易見的,這並非是我個人的偏好所致。而是在研究許多畫用媒材後所發現的一個很有意思的巧合。水彩在寫生上,有著以下的優點。</span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;">第一個是<b>水彩畫的顏料眾多</b>,在美國</span><span lang="EN-US" style="font-size: large;">Daniel
Smith</span><span style="font-family: "新細明體","serif"; font-size: large;">水彩顏料廠的型錄裡就擁有超過</span><span lang="EN-US" style="font-size: large;">250</span><span style="font-family: "新細明體","serif"; font-size: large;">種的顏料:其中包括了一般性無光澤水彩</span><span lang="EN-US" style="font-size: large;">(Extra Fine Watercolors)</span><span style="font-family: "新細明體","serif"; font-size: large;">、含有強反射金屬氧化物的發亮水彩</span><span lang="EN-US" style="font-size: large;">(Luminescent Watercolors)</span><span style="font-family: "新細明體","serif"; font-size: large;">、以及直接由特殊礦物</span><span lang="EN-US" style="font-size: large;">/</span><span style="font-family: "新細明體","serif"; font-size: large;">半寶石碾製而成的礦物水彩</span><span lang="EN-US" style="font-size: large;">(Prima Tek Watercolors)</span><span style="font-family: "新細明體","serif"; font-size: large;">。這些顏料給予畫者極大的自由度與方便性。至今我還沒有見過比水彩畫擁有更多不同顏料品項的媒材。</span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;">第二個優點就是<b>水彩畫所使用的稀釋劑是水</b>,而且乾後遇水還能重複溶解。這點只要有修習過藝術史的人就知道,在油畫於十九世紀發展出直接性畫法</span><span lang="EN-US" style="font-size: large;">(alla prima)</span><span style="font-family: "新細明體","serif"; font-size: large;">技術之前。中世紀畫者都是使用水彩在戶外作為初稿,然後回到畫室再用油彩完成作品。這是油畫本身的先天性限制:因為油畫顏料乾透速度很慢,而且過度使用乾性油</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">如松節油之類</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">加速乾化速度會讓顏料無法附著於畫布上、還有著龜裂的風險。一直到科技發達的今天,溫莎‧牛頓廠所生產的快乾油畫顏料配合快乾醇酸樹脂媒劑</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">商品名叫:</span><span lang="EN-US" style="font-size: large;">Liquin)</span><span style="font-family: "新細明體","serif"; font-size: large;">還是需要</span><span lang="EN-US" style="font-size: large;">24</span><span style="font-family: "新細明體","serif"; font-size: large;">小時才能乾透並在其上補筆,這對於寫生畫者而言還是不夠快。</span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;">此外,水彩顏料因為是液狀,所以能快速覆蓋大塊的紙面,這點乾式媒介</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">像鉛筆、炭筆、色鉛筆、粉彩</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">就很難做到,所以畫幅會受限制。而且即使畫者想畫小幅作品,水彩也是相當好的選擇,一隻</span><span lang="EN-US" style="font-size: large;">00000</span><span style="font-family: "新細明體","serif"; font-size: large;">號的畫筆所繪出的細節絕對比任何媒介都要來的細緻,這些都是要拜水彩畫的稀釋劑是水所賜。流動性佳使的細節的描繪變得非常簡易。</span></div>
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<span lang="EN-US" style="font-size: large;"> </span><span style="font-family: "新細明體","serif"; font-size: large;">當然,也有人說如此的話壓克力顏料也是用水做稀釋劑,應該是個很好的寫生媒材。但在個人的經驗中,壓克力顏料的乾透速度又過快了,而且乾後不溶於水。所以畫者必須要很小心讓調色盤上調好的的顏料不要乾掉。而常用的解決方法是濕底式保濕調色盤</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">就是在調色盤上放上濕海綿,並在上面鋪上一張略為吸水的白色描圖紙來做調色表面之用,這在台灣還不流行</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">;以及使用緩乾劑。以上的方法雖然巧妙,但是也有寫生上的隱憂:畫者必須時時注意保濕調色盤的濕度,或調色時一定要記得加緩乾劑。但這兩者都很容易會讓畫者分神,在充滿變數的大自然裡多增加一個變數對畫者來說是相當不利的。實際上,壓克力顏料的歷史還相當年輕,所以很多它原生的限制並沒有發展出完美的解決方法。這就得仰賴畫者與顏料廠日後的密切合作了。目前澳洲有款壓克力顏料叫</span><span lang="EN-US" style="font-size: large;">Interactive Acrylics</span><span style="font-family: "新細明體","serif"; font-size: large;">,乾後只要噴上水也能重複溶解;但因為目前台灣沒有引進,我個人沒有使用的經驗,所以也很難論定它在寫生上是否合適。</span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;"> 第三個優點在於<b>水彩畫的特性與大自然常常能產生共鳴</b>。在</span><span lang="EN-US" style="font-size: large;">Zoltan Szabo </span><span style="font-family: "新細明體","serif"; font-size: large;">所著的</span><span style="font-size: large;"><i><span lang="EN-US">Landscape Painting in Watercolor</span></i></span><span lang="EN-US" style="font-size: large;"> </span><span style="font-family: "新細明體","serif"; font-size: large;">一書中就舉了個很實際的例子:有次</span><span lang="EN-US" style="font-size: large;">Zoltan Szabo </span><span style="font-family: "新細明體","serif"; font-size: large;">在雪季時出外寫生,畫天空時天上突然飄下一陣細雪。他原本以為這幅畫要完蛋了,但是在畫紙上溶解的細雪卻很巧妙的把顏料推開,成了一點點的白色光點,這不就跟雪景完全一致嗎?所以此後每當</span><span lang="EN-US" style="font-size: large;">Zoltan Szabo</span><span style="font-family: "新細明體","serif"; font-size: large;">要畫正在飄雪的雪景時,他就會把冰箱的霜</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">那時還沒有無霜冰箱</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">刨一些下來撒在未乾的天空上。這個水彩獨有的技法可以說是神來一筆,以最簡單也最自然的方法再現了實景。</span></div>
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<span lang="EN-US" style="font-size: large;"> </span><span style="font-family: "新細明體","serif"; font-size: large;">這篇文的主要目的並不是在於尖銳的批判其他媒材,也不是要就此判定水彩就是寫生媒材的第一選擇。而是了解媒材特性與創作方式</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">寫生或畫室作品</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">之間的相生相剋,這點對於畫者來說是很重要的。水彩,當然也會因為受限到水份乾透的速度問題,在炎熱的台灣夏季會變得難以掌握水分。但這是可以簡單克服的,像是加些甘油在水中來減緩畫面上的顏料乾燥速度。這些簡易的技巧都是經由許多歷史上的大師在時間的淬鍊下發展而來</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">水彩畫的歷史可以追朔到古埃及的紙莎草文本插圖,目前僅有木炭與粉彩的歷史較水彩來的久</span><span lang="EN-US" style="font-size: large;">)</span><span style="font-family: "新細明體","serif"; font-size: large;">,而這些技巧將有助於解決許多在寫生時所遇到的問題。倘若你是一個正要開始寫生的人,不妨嘗試一下水彩,它是個很有趣的媒材,而且過程中有時還會有想不到的驚喜。</span><span lang="EN-US"></span></div>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com1tag:blogger.com,1999:blog-4688226731018811886.post-12519577335042476872012-07-02T00:37:00.002-07:002012-07-02T00:39:20.513-07:00(譯文)如何調出合適的綠色(II)-系統性綠色調和法則<br />
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<span style="font-family: "新細明體","serif"; font-size: large;">原文:</span><span lang="EN-US" style="font-size: large;">Bruce MacEvoy </span><span style="font-family: "新細明體","serif"; font-size: large;">著</span><span style="font-size: large;">
</span><span style="font-family: "新細明體","serif"; font-size: large;">網址:</span><span lang="EN-US" style="font-size: large;">http://handprint.com/HP/WCL/tech34.html</span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;">事實上,我們有一個很基本與簡單的綠色調和法則。這個具有系統性的法則能有效點明如何<b><span style="font-family: "新細明體","serif";">挑選調出綠色的顏料</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">與解決一般畫者常遇到的</span></b><b><span style="font-family: "新細明體","serif";">綠色調色問題</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">。使用這個系統性的法則能讓所有畫者調出心中所想要的綠色。</span></b></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif"; font-weight: normal;">我們先把所謂的「原色」</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">(</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">譯者:指的是三原色或六原色系統</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">這個錯誤的教條拋開</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">(</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">譯者:原色理論是錯的,以後會寫文簡單證明</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">;並且把像色相環這種坊間過度簡化的色彩學理論也不論。我們回歸一個最簡單法則:調出</span></b><b><span style="font-family: "新細明體","serif";">正確的綠色需要三個顏料。</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">一條或是兩條廠商生產的顏料是絕對不夠的。</span></b></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif"; font-weight: normal;">這三個必須的顏料包含:</span></b></span></div>
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<li><span style="font-size: large;"><i><span lang="EN-US" style="font-family: Wingdings; font-style: normal;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></i><b><span style="font-family: "新細明體","serif";">一個綠色的顏料</span></b></span><span style="font-family: "新細明體","serif"; font-size: large;">,它可以是用單一色粉所製的純色,也可以是廠商先調好的<b><span style="font-family: "新細明體","serif";">方便性的綠色</span></b></span><span style="font-size: large;"><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">(</span></b><i><span style="font-family: "新細明體","serif";">像是樹汁綠</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif";">sap green, </span></i><i><span style="font-family: "新細明體","serif";">虎克綠</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif";"> hooker’s green, </span></i><i><span style="font-family: "新細明體","serif";">永久綠</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif";"> permanent green</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">)</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">,更可以是你自己已經用黃色跟藍色所調出的綠色調。</span></i></span></li>
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<li><span style="font-size: large;"><i><b><span style="font-family: "新細明體","serif"; font-style: normal;">一個黃色或藍色顏料</span></b></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">,用來調整你之前所擁有的綠色色調</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">(</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:就是讓它偏黃或偏藍</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">)</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">。這個黃色的範圍可以從綠金</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">/</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">檸檬黃</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">(</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">帶有綠色調的黃色</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">)</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">到橘黃色;那藍色可以從紫藍色</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;"> (</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">群青</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">
Ultramarine) </span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">到藍綠色</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;"> (</span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:像鈷土耳其藍</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;"> cobalt turquoice </span></i><i><span style="font-family: "新細明體","serif"; font-style: normal;">或好賓牌的孔雀藍</span></i><i><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-style: normal;">
peacock blue)</span></i></span></li>
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<li><span lang="EN-US" style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;"><b><span style="font-family: "新細明體","serif";">一個增加暖度或中和綠色用的顏料</span></b></span><span style="font-family: "新細明體","serif"; font-size: large;">,它的範圍從橘色到紫色都可以,取決於你所想要得到的綠色色調。</span><span lang="EN-US" style="font-size: large;">(</span><span style="font-family: "新細明體","serif"; font-size: large;">少量使用黑色也是個可行而且有效的中和法</span><span lang="EN-US" style="font-size: large;">)</span></li>
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<span style="font-family: "新細明體","serif"; font-size: large;">譯者:看到這裡大家可能會有點霧煞煞,因為原文沒有實例證明,所以這裡譯者只好獻醜提供一個實際上的應用例:以下是我的咖啡豆罐子,有個綠色的蓋子,我想要調出紅線框中的綠色。</span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8kN7xhbQW1rpiWZyZluSit1jeOKDKjfVsFway6tbap32KkP5qPyaAfHRphWE-BaQQhKUw9nbURi2-JC9UwKul_qABlIInOqueQnvIol97wRXEbjTtPFBGgpomZ6xhdV6kuteHeH9_PTe-/s1600/%E5%92%96%E5%95%A1%E7%BD%90.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8kN7xhbQW1rpiWZyZluSit1jeOKDKjfVsFway6tbap32KkP5qPyaAfHRphWE-BaQQhKUw9nbURi2-JC9UwKul_qABlIInOqueQnvIol97wRXEbjTtPFBGgpomZ6xhdV6kuteHeH9_PTe-/s320/%E5%92%96%E5%95%A1%E7%BD%90.jpg" width="240" />
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<span style="font-family: "新細明體","serif"; font-size: large;">但我的調色盤長這樣,沒有相同的綠色。</span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ-MKMg5h8l4OjWUFVveeUsglRXllhd-DB2kuXi8qvJGeEsEY4Xuiy_K68wdRAD7o5s-reN74F98mwqm1XiSqxy9bEv5XDOjtYgGMK3sRU0YDuw3zWYP_V6GRK4nxk1TI_WRxrIFnO9xCk/s1600/%25E8%25AA%25BF%25E8%2589%25B2%25E7%259B%25A4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ-MKMg5h8l4OjWUFVveeUsglRXllhd-DB2kuXi8qvJGeEsEY4Xuiy_K68wdRAD7o5s-reN74F98mwqm1XiSqxy9bEv5XDOjtYgGMK3sRU0YDuw3zWYP_V6GRK4nxk1TI_WRxrIFnO9xCk/s320/%25E8%25AA%25BF%25E8%2589%25B2%25E7%259B%25A4.jpg" width="320" /></a></span></div>
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<span style="font-family: "新細明體","serif"; font-size: large;">所以我在挑選要調出這綠色的顏料時,我就依照</span><span lang="EN-US" style="font-size: large;">Bruce MacEvoy</span><span style="font-family: "新細明體","serif"; font-size: large;">給的法則,一個一個去挑出我要用的顏料:</span></div>
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<li><span style="font-family: "新細明體","serif"; font-size: large;">我要先挑選出一個綠色,我的調色盤上只有兩個綠色:永久樹汁綠</span><span lang="EN-US" style="font-size: large;"> (Sap Green) </span><span style="font-family: "新細明體","serif"; font-size: large;">跟</span><span style="font-size: large;"> </span><span style="font-family: "新細明體","serif"; font-size: large;">黃調溫莎綠</span><span lang="EN-US" style="font-size: large;"> (Winsor Green
Yellow Shade) </span></li>
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<span style="font-family: "新細明體","serif"; font-size: large;">我知道我咖啡罐的蓋子是偏黃的暗綠色,所以我選擇了永久樹汁綠</span><span lang="EN-US" style="font-size: large;"> (Sap Green)</span><span style="font-family: "新細明體","serif"; font-size: large;">而不是黃調溫莎綠</span><span lang="EN-US" style="font-size: large;"> (Winsor Green Yellow Shade)</span><span style="font-family: "新細明體","serif"; font-size: large;">。</span><span lang="EN-US" style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></div>
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<li><span lang="EN-US" style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "新細明體","serif"; font-size: large;">接下來是要挑一個調整色調的黃色,我的調色盤中有三個黃色。它們分別是</span><span style="font-size: large;">
</span><span style="font-family: "新細明體","serif"; font-size: large;">溫莎黃</span><span lang="EN-US" style="font-size: large;"> (Winsor Yellow)</span><span style="font-family: "新細明體","serif"; font-size: large;">、淡鎘黃</span><span lang="EN-US" style="font-size: large;"> (Cadmium Yellow Pale)
</span><span style="font-family: "新細明體","serif"; font-size: large;">、以及新藤黃</span><span lang="EN-US" style="font-size: large;"> (New Gamboge)</span><span style="font-family: "新細明體","serif"; font-size: large;">。其中我先排除溫莎黃,因為它有點偏藍,用它調出咖啡罐的黃綠色範圍會太小。所以我的選擇剩淡鎘黃、以及新藤黃;我這裡選擇新藤黃,因為它比較透明。 </span>
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<span style="font-size: large;"> 然後我試調了兩個顏料,也就是永久樹汁綠跟新藤黃,得到的結果很接近我要的咖啡罐色,但還是太亮了點。</span><div class="MsoNormal">
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<li><span style="font-family: "新細明體","serif"; font-size: large;">這時重點來了,我要挑選一個<b>一個增加暖度或中和綠色用的顏料</b>,從繪畫色彩學中,我知道黃綠色的補色是藍紫色,我的調色盤上剛好有個藍紫色:溫莎紫</span><span lang="EN-US" style="font-size: large;"> (Winsor Violet)</span><span style="font-size: large;">,我把它跟剛剛調出來的黃綠色再做調和,這個顏色就很令人滿意了。</span><ul>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">雖然還是略有一些差異</span><span lang="EN-US"> (</span><span style="font-family: "新細明體","serif";">掃描時顏色會變淡,這點真的無法克服</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">,但我們可以看到這系統性原則可以很簡單的調出我們想要的綠色。</span></span></div>
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<span style="font-size: large;"><span lang="EN-US">(</span><span style="font-family: "新細明體","serif";">回到原文</span><span lang="EN-US">)</span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">下面的圖可以把這個系統性原則跟繪畫色彩學裡的色相環連結在一起</span><span lang="EN-US"> (</span><span style="color: #660000; font-family: "新細明體","serif";">譯者:這裡</span><span lang="EN-US" style="color: #660000;">Bruce MacEvoy</span><span style="color: #660000; font-family: "新細明體","serif";">用的是他自己的色相環系統,名叫藝術家用色相環</span><span lang="EN-US">) </span><span style="font-family: "新細明體","serif";">。</span></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif";">綠色的基本顏料調和法</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif";"></span></b></span></div>
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<span style="font-size: small;"><span style="font-family: "新細明體","serif";">綠色調和的三系統性法則以及在繪畫色彩學的理論框架</span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">很多藝術家會直接用</span><b><span style="font-family: "新細明體","serif";">方便性的綠色</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">來取代黃</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">+</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">藍或黃</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">+</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">綠的配方,但還是需要至少額外的兩個顏料來變化色相跟明度,如此才能有足夠的綠色調色幅度。</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">(</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">當然,加水或白色來提高亮度跟加黑來降低亮度也是可行方法</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">。</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"></span></b></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif"; font-weight: normal;">我們似乎忘了提到一個可能性,那就是能不能靠加一個亮綠色來提高亮度?在實際繪畫上很少有畫家會這麼做。因為在風景或植物畫中,最有效也最動人的綠色通常都比較暗沉。一定比溫莎綠或青綠</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">/</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">氫氧化鉻綠</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"> (Viridian)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">來的暗沉許多,甚至連虎克綠或樹汁綠直接使用都會過亮跟不真實。所以很多畫者會選擇一個</span></b><b><span style="font-family: "新細明體","serif";">方便性的綠色</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">來降低混色弧度,然後藉此限制他們作品中的綠色鮮豔度。最後再透過加黃或加藍的方式變化色相,以及靠調和對比色或不飽和色來降低鮮豔度</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">/</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">明度。這樣就可以提供畫者所想要的綠色種類跟對比了。</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"></span></b></span></div>
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<span style="font-size: large;"><span style="color: #660000; font-family: "新細明體","serif";">譯者:在台灣我似乎還沒看到過有學生是這樣學調色的,但是我倒是在郭明福所著的<i>風景水彩初階</i>一書中看到他建議風景畫學生可以<i>多買些不同的綠色顏料來應付自然界需求</i>。這跟</span><span lang="EN-US" style="color: #660000;">Bruce MacEvoy</span><span style="color: #660000; font-family: "新細明體","serif";">的看法不同,也與我的看法不同。孰優孰劣就看個人喜好跟經驗了。但我還是要重申<b><span style="font-family: "新細明體","serif";">多買些不同的綠色顏料</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">不能取代</span></b><b><span style="font-family: "新細明體","serif";">良好的混色概念與技巧</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">。</span></b></span><span lang="EN-US" style="color: #660000;">Bruce MacEvoy</span><span style="color: #660000; font-family: "新細明體","serif";">在網站上提供的調色技巧與色彩學理論性解釋遠遠超過我在市面上看到的<b>任何一本中文的水彩技法書。</b></span><b><span lang="EN-US"></span></b></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">所以這個畫家常用的綠色混色手法會引伸到一個概念,那就是我們能不能有單一一個<b>基本綠色</b>、它可以是個單一色粉顏料、廠商混和好的<b><span style="font-family: "新細明體","serif";">方便性的綠色、</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">或是畫家自己的混和好的配方來接近他自己心中最佳的基本綠色。這樣要調色起來就方便多了,只剩後面兩個變化色相跟明度的步驟。</span></b></span><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"></span></b></span></div>
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<span style="font-size: large;"><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">譯者:這個</span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif";">基本綠色</span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">概念能幫助畫者省去第一個選擇綠色的步驟,我的水彩啟蒙老師</span></b><b style="color: #660000;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">Ted
Kautzuky</span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">就是用虎克綠來當基本綠色,然後靠加黃跟加藍來變化色彩,但他沒有提到要怎麼降低亮度,這不得不說是<b>很多畫者會在教學時忽略的重要技巧。</b></span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"></span></b></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">然後這<b>基本綠色</b>概念到最後會跟前文</span><i><span style="font-family: "新細明體","serif";"></span></i><span style="font-family: "新細明體","serif";">所提的綠色三大問題有關:<b><span style="font-family: "新細明體","serif";">看出綠色、</span></b><b>調出綠色、</b>以及<b>使用綠色</b>。這些跟畫者的<b>用色風格</b>會緊密相連。<b>用色風格</b>通常包含有較暖、較冷、較亮、較暗、較鮮明或較為暗沉。不論是哪一種,它都會牽涉到<b>人為刻意變化實景色彩</b>。下方的圖示會將這些風格上的人為變化與畫用色彩學理論產生連結。</span></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif";">系統性綠色調色原則與變化實景色彩</span><span lang="EN-US">(</span></b><b><span style="font-family: "新細明體","serif";">用色風格</span><span lang="EN-US">)</span></b><b><span style="font-family: "新細明體","serif";">的關聯</span><span lang="EN-US"></span></b></span></div>
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<span style="font-size: large;"><span style="font-size: small;"><i><span style="font-family: "新細明體","serif";">看見綠色</span></i><span style="font-family: "新細明體","serif";">與<i>使用綠色</i>的繪畫色彩學理論框架</span></span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif";">系統性綠色調色法則</span></b><span style="font-family: "新細明體","serif";">其實很簡單,就是理解前兩張圖其實只是<b>六個變化</b>的一體兩面:畫家在使用綠色時,變化其實只有六種。而這些<b>人為刻意的變化</b>會影響你調色時的顏料選擇;這些顏料選擇最終會決定你畫面中的綠色變異度及區分。而前兩者就是繪畫用色彩設計的基礎。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="color: #660000; font-family: "新細明體","serif";">譯者:</span><span lang="EN-US" style="color: #660000;">Bruce MacEvoy</span><span style="color: #660000; font-family: "新細明體","serif";">的意思很簡單,你的用色風格跟你的顏料選擇</span><span lang="EN-US" style="color: #660000;">(</span><span style="color: #660000; font-family: "新細明體","serif";">調色盤設計</span><span lang="EN-US" style="color: #660000;">)</span><span style="color: #660000; font-family: "新細明體","serif";">以及刻意的變化息息相關。如果<b>不能理解畫用色彩學與色彩設計,發展自我風格無異是緣木求魚</b>。這也就是為什麼古往今來的許多大師都擁有不同的用色風格,但卻能引起共鳴;而很多初學者試圖發展色彩風格,畫面卻雜亂無章的最大原因。大師們的用色風格是有理論依據的,而初學者通常還沒理解色彩背後的運作機制,就開始閉門造車,終至失敗。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">那在色彩學的顏色三大特性</span><span lang="EN-US">(</span><span style="font-family: "新細明體","serif";">色相、彩度、明暗度</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">上,<b>綠色</b>的變化其實只有很簡單的三種。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第一個就是<b>色相的變化</b>:</span><span lang="EN-US"></span></span></div>
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<li><span style="font-size: large;"><span lang="EN-US" style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "新細明體","serif";">加上黃色會讓綠色偏黃,而且通常會讓綠色變得比較鮮豔。因為黃色通常都比較亮,而且也比較飽和。</span><span lang="EN-US"></span></span></li>
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<li><span style="font-size: large;"><span lang="EN-US" style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "新細明體","serif";">加上藍色會讓綠色偏藍,也同時讓綠色變深。通常也有人會說加了藍色會讓綠色變得比較不飽和,但這要看你的<b>基本綠色</b>決定,如果你的<b>基本綠色</b>本來就不是很飽和,加了藍色不一定會降低飽和度</span><span lang="EN-US">/</span><span style="font-family: "新細明體","serif";">彩度。通常綠色的明暗度跟色相比較容易受加入藍色影響。</span><span lang="EN-US"></span></span></li>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第二個就是<b>飽和度</b></span><span lang="EN-US">/</span><b><span style="font-family: "新細明體","serif";">彩度的變化:</span><span lang="EN-US"></span></b></span></div>
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<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">這就很簡單,任何綠色只要加了少量對比色,就會偏向低飽和度與彩度。通常視加入的對比色而定,綠色加了對比色常會變暖、變暗、或是變灰。這三者其實都跟飽和度的降低有關。</span><span lang="EN-US"></span></span><span style="font-size: large;"><span lang="EN-US"> </span></span></li>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第三個就是<b>明度的變化:</b>這有兩個方法。</span></span></div>
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<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">第一個方法就是加水,加越多水就能讓顏料越稀釋,越可以讓白紙的反射光透過顏料層到達眼睛,看起來就越亮,明度就越高。</span><span lang="EN-US"></span></span></li>
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<li><span style="font-size: large;"><span style="font-family: "新細明體","serif";">第二個方法其實之前就有提到,加入黃色能讓綠色明度增高,加入藍色或互補色能讓明度降低。</span><span lang="EN-US"></span></span></li>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">所以運用<b>系統性綠色調色法則</b>來思考如何調出綠色有個好處。它能夠同時解決如何調出綠色,以及同時增進你對於綠色的理解和綠色在畫面中的色彩設計。也就是說,它能一次解決如何<b>看出綠色、調出綠色、跟使用綠色這三大問題</b>。特別是這法則能夠<b>最根本的改善你畫面上綠色的變化與對比</b>。任何畫者,只要能了解綠色的<b>六種人為刻意變化方法</b></span><span lang="EN-US">(</span><span style="font-family: "新細明體","serif";">也就是<b>系統性綠色調色法則</b>的另一面</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">來選出三個合適的顏料來調出綠色,進而藉由如何操控這三個顏料的比例來再現景物中的綠色對比,<b>發展自我用色風格</b>與<b>增進對綠色的理解</b>根本就不成問題。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="color: #660000; font-family: "新細明體","serif";">譯者:所以以後在調綠色時,不要忘了你一定需要<b>至少三個顏色</b>。</span></span><span lang="EN-US"></span></div>
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<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12pt;"></span><span style="font-family: "新細明體","serif";"> </span><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12pt;"></span></div>
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<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 12pt;"></span><span style="font-family: "新細明體","serif";"> </span><span lang="EN-US"></span></div>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com4tag:blogger.com,1999:blog-4688226731018811886.post-8747389972171289572012-06-30T21:04:00.000-07:002012-06-30T21:07:35.216-07:00(譯文) 如何調出合適的綠色(I)-綠色的三大問題<br />
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">原文:</span><span lang="EN-US">Bruce MacEvoy </span><span style="font-family: "新細明體","serif";">著 網誌:http://handprint.com/HP/WCL/tech34.html</span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">對很多藝術家來說,綠色之所以很難調出主要有三個原因。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "新細明體","serif";">第一個問題是<b><span style="font-family: "新細明體","serif";">看出綠色</span></b>,這相當令人驚訝。綠色是一種最難以準確區辨的色調。對於<b>純綠色</b>的概念,每個人的標準差異都很大,而且我們還很難區分某種綠色跟某種綠色的差異,而這也造成我們只有很少的字眼來形容並記住綠色。</span><span lang="EN-US">(</span><span style="font-family: "新細明體","serif";">我們可以比較一下我們拿來形容紅色、橘色、黃色的字眼,你會發現比綠色多太多了</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">。也因為如此,我們對於綠色的感知其實比較像是個「概念」:好像就是草地或是葉子應該有的顏色,而不是跟我們眼睛所<i><span style="font-family: "新細明體","serif";">真正感覺</span></i>到的顏色。舉例來說,很多人腦袋中樹叢的綠色都太亮了,真實的樹叢通常都比較暗也比較不鮮豔。</span><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:這個原因我非常贊同,我們常聽到像玫瑰紅、磚紅、桃紅、橘子色、橙色,橘黃色、金黃色、鵝黃色、檸檬黃色。但綠色好像除了深綠、淺綠,草綠外就沒了,我還沒聽過有人說過甚麼西瓜綠或椰子綠這種字眼。我們有蘋果綠沒錯,但我們真的很常用這個字眼嗎</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;"><span style="color: #660000;">?</span><br style="color: #660000;" />
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<span style="font-size: large;"><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">第二個問題是<b>調出綠色</b>。當我們開始混和顏料時,會發現很難找到正確的顏料組合。我們是該混和藍色跟黃色、綠色跟黃色、還是綠色跟藍色?我們必須先判定需要的組合並獲得正確的綠色調,原因是綠色跟其他顏色調和不同</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">(</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">見上面第一個原因</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">)</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">。我們必須先了解顏料</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">(</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">色粉</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">)</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">的正確特性,然後選出正確的組合來達到想要的繪畫目標。當我們混和顏料時,我們也會發現混和綠色在色相環上通常不是一個線性的狀態,而是有弧度的</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">(</span></span><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:這裡</span></span><span class="MsoSubtleEmphasis" style="color: #660000;"><span lang="EN-US" style="font-style: normal;">Bruce</span></span><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">指的是綠色加黃色通常會過度飽和而不真實,後面會用圖示說明</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">)</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">。除此而外,我們通常會認為只要兩個顏料就能調出綠色</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">(</span></span><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:小時候美術老師都說黃加藍就是綠色</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">)</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">,實際繪畫上我們需要起碼</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif";">三個顏料</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">。這些調色上的複雜問題使得顏料廠商生產出了一堆</span></span><b><span style="font-family: "新細明體","serif";">方便性的綠色</span></b><span lang="EN-US">(</span></span><span style="font-size: large;"><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:</span></span></span><span style="font-size: large;"><span style="color: #660000; font-family: "新細明體","serif";">像是樹汁綠</span><span lang="EN-US" style="color: #660000; font-family: "Calibri","sans-serif";">sap green, </span><span style="color: #660000; font-family: "新細明體","serif";">虎克綠</span><span lang="EN-US" style="color: #660000; font-family: "Calibri","sans-serif";"> hooker’s green, </span><span style="color: #660000; font-family: "新細明體","serif";">永久綠</span><span lang="EN-US" style="color: #660000; font-family: "Calibri","sans-serif";"> permanent green 1/2/3, </span><span style="color: #660000; font-family: "新細明體","serif";">這些顏料其實都是由兩種以上的色粉混合而成,也就是說廠商先幫你調好色</span><span lang="EN-US">)</span><span style="font-family: "新細明體","serif";">,不管是哪家顏料廠,預先調和好的綠色比其他色系的預調色多了很多。</span></span></div>
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<span style="font-size: large;"><span style="color: #660000; font-family: "新細明體","serif";">譯者:<b><span style="font-family: "新細明體","serif"; font-weight: normal;">方便性的綠色在國外還常是某些畫家的賣點。像英國畫家</span></b></span><b style="color: #660000;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">Terry
Harrison</span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">就跟英國</span></b><b style="color: #660000;"><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">Daler-Rowney</span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">顏料廠合作生產出屬於他自己的綠色系列,還廣受歡迎。你要上他的課就得買他的顏料。</span></b><span lang="EN-US"></span></span></div>
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<span style="font-size: large;"><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">最後的問題就是<b>使用綠色,</b>綠色是一種很難在畫面中被和諧的顏色。跟紫色一樣,綠色很容易會去充滿畫面並導致不和諧,即使只是<b>少量使用</b>。很多十九世紀的水彩畫家常常對此感到苦惱。更重要的是,綠色需要很多變化:在風景畫或植物畫之中,沒有變化的綠色會導致完全沒有生氣的畫面。這有部分是因為自然綠色的飽和度不足以及自然光的影響</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">(</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:自然光有很多顏色</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;">)</span></span><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">,這兩者會迫使景物的綠色在不同的位置下偏藍或偏黃。另一部份是因為許多綠色的互相對比才能幫助我們看見景物原貌。</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;"></span></span></span></div>
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<span style="font-size: large;"><span class="MsoSubtleEmphasis" style="color: #660000;"><span style="font-family: "新細明體","serif"; font-style: normal;">譯者:你如何把一棵長青樹從一大群樹林中區辨出來?在水彩中除了用綠色對比外我想別無他法。</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;"></span></span></span></div>
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<span style="font-size: large;"><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">特別在風景畫中,綠色通常都不是單調的平面,而是帶有著葉子跟枝條的質感、水分的飽和度與陰影、以及光線和空氣的質感差異。以上這些問題會不斷的進入畫者的腦中,我們必須不斷小心使用許多綠色並且試圖繪出想要的成果。</span></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;"></span></span></span></div>
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<span style="font-size: large;"><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">在很多的水彩畫書籍中,作者會用一個過度簡化的方法去應付這問題。那就是叫你:</span></span><b><span style="font-family: "新細明體","serif";">調很多的綠色出來!你就會心領神會了!</span></b><span class="MsoSubtleEmphasis"><span style="font-family: "新細明體","serif"; font-style: normal;">。這方法沒有系統性,也沒有注意到畫面的整體性。很多作者只是印出一堆他調出來的綠色,好像只要照他這麼做你就會了。</span></span></span></div>
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" /></span></div>
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<span style="font-size: large;"><span lang="EN-US" style="font-family: "Verdana","sans-serif";"><br /></span><span class="MsoSubtleEmphasis"><span lang="EN-US" style="font-style: normal;"></span></span></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif";">好啦,我照做了,調出了一堆綠色,然後呢</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif";">?</span></b></span></div>
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif"; font-weight: normal;">以上所示的綠色調色圖當然能夠讓你了解並熟悉「兩個」顏色互相混和能得到的綠色範圍廣度,但還是無法幫你克服你對綠色概念的不當認知</span></b><b><span style="font-family: "Calibri","sans-serif"; font-weight: normal;"> <span lang="EN-US">(</span></span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">譯者:這就是問題一</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">,以及讓你對自然界中的綠色有更佳的感知</span></b><b><span style="font-family: "Calibri","sans-serif"; font-weight: normal;"> <span lang="EN-US">(</span></span></b><b style="color: #660000;"><span style="font-family: "新細明體","serif"; font-weight: normal;">譯者:這就是問題三</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;">)</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">。這就代表,如果你看到了某個風景中的綠色,你還是得要「</span></b><b><span style="font-family: "新細明體","serif";">猜」</span></b><b><span style="font-family: "新細明體","serif"; font-weight: normal;">出哪幾個顏料互相混色才能得到你想要的那個綠色。</span></b></span><br />
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<span style="font-size: large;"><b><span style="font-family: "新細明體","serif"; font-weight: normal;">我們可以有更好的辦法。</span></b><b><span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-weight: normal;"></span></b></span></div>
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<br /></div>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-12114208021516384202012-06-24T17:43:00.000-07:002012-06-24T17:43:58.291-07:00如何簡單處理「刻照片」/明暗問題<span style="font-size: large;">昨天的「<a href="http://quinacridone-gold.blogspot.tw/2012/06/blog-post.html?spref=fb">我對於寫生『刻照片』的一點想法</a> 」藉潘大哥的FB引起不少迴響,網誌瀏覽量也暴增。在此真的覺得吾道不孤。在這凡事求快,然後美術教育式微的年代,還是有許多人選擇在傳統藝術上走下去。我在此深表敬佩。</span><br />
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<span style="font-size: large;">昨天提到刻照片的問題並敘述了我認為造成此現象的可能原因與看法,今天簡單談談如何處理這問題。也希望在這條路上一起學習的同好能互相交流,彼此互惠。</span><br />
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<span style="font-size: large;">我昨日所談到的三個畫者會刻照片的原因其實都是與<b>明暗</b>的掌握度有關,而這在水彩裡早已不是個新鮮問題。要能<b>在對象物具有顏色的情形下觀察到正確的明暗對比本來就是連職業畫者都很難做到</b>,很多畫者甚至在日後評論自己的畫作時也會講到他把明暗反差處理得太小。</span><br />
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<span style="font-size: large;">那年輕畫者、或是剛開始接觸水彩的畫者該怎麼處理這問題? 凡事其實都有簡單的解決法,就好比很多人調不出自然的綠色,所以廠商就生產了像「樹汁綠(Sap green)」跟「虎克綠(Hooker's green)」這類的顏色幫你解決這問題。至於如何掌握正確的明暗度,也當然有簡單的方法。</span><br />
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<span style="font-size: large;">這方法叫做<b>「克勞德鏡」</b>:<i>就是拿一片A4到八開大小的玻璃或高透明度的壓克力板,在其後噴上一層薄薄的黑漆。在每次寫生時選定取景後,就用這面灰灰暗暗的鏡子來「映射」你要的景</i>。此時畫者就會發現以下現象:</span><br />
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<span style="font-size: large;">(1) 克勞德鏡上的晦暗底色會大幅度的降低對象物的顏色飽和度,也就是說畫者比較能排除顏色的干擾而觀察到真正的明暗。</span><br />
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<span style="font-size: large;">(2) 克勞德鏡的底色也能大量將對象的明暗度<b>整體條低,</b>這有兩個好處。第一,景中所有物體的明暗度雖都被調低,但是<b>對比不變</b>,所以畫者還是能觀察到物體的明暗對比。第二,<b>在高亮度低對比景色中 </b>(像是陽光很強的日子),人眼就很難觀察到所剩無幾的明暗對比,藉由克勞德鏡整體條低明暗度就能很適切的解決這問題。</span><br />
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<span style="font-size: large;">本方法我是自李察波頓所著的「風景水彩畫」一書所習得。在此書中李察波頓認為這是個<b>畫者常用的方法</b>。由於李察波頓是個英國畫者,所以很顯然起碼在水彩的母國(也就是英國),這已是一個常用技巧。反觀台灣,我似乎還沒看過有藝術學校學生在寫生時拿出克勞德鏡的,這是不是代表著我們的美術教育真的有些問題,我不便在此多談。只不過有方便而經濟的方法不用,非要用昂貴的相機來克服捕捉明暗光影問題,而且<b>相機還並不能真正解決問題。</b>我覺得對這些學生感到不捨與惋惜。</span><br />
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<span style="font-size: large;">當然,回歸到水彩的技術本質,<b>克勞德鏡</b> 是個方便的輔助用具,但它並不能取代畫者自己對在技術上的自我要求,我在<a href="http://quinacridone-gold.blogspot.tw/2012/06/blog-post.html?spref=fb">我對於寫生『刻照片』的一點想法</a> 一文中所提到的一些理論仍舊是需要被注意與學習。才能真正克服與掌握明暗與色彩問題。樹汁綠跟虎克綠當然是很好的顏料,但它們不能取代<b>良好的混色技巧</b>。</span><br />
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</h3>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com3tag:blogger.com,1999:blog-4688226731018811886.post-17792640479341284352012-06-23T18:00:00.001-07:002012-06-23T18:00:26.647-07:00我對於寫生「刻照片」的一點想法<span style="font-size: large;">謹以此文紀念我與潘老師在網路上的意外相遇。</span><br />
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<span style="font-size: large;">潘老師在他個人FB上提及許多參加寫生比賽的畫者竟是「看照片」在畫的,這現象實在是令人感到非常荒謬與不解。既然是「寫生比賽」,為何要看照片畫?在這裡個人不做任何情緒上的抒發,僅以我個人的一些經驗來分析出可能的原因。</span><br />
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<span style="font-size: large;">第一、台灣的美術教育從頭到尾都把「素描」的定義給搞錯了。很多國外水彩畫家書中的參考素描是「Sketch」 ,也就是針對繪畫主題所做的初步速寫,用來解決構圖與明暗的問題。</span><br />
<span style="font-size: large;">在John Pike 1976年的書中,就陳列了很多速寫搞,都是以極快速度畫成,只是簡略的帶出風景中物件的形體,但是主要的重點是要研究構圖跟調整畫面的明暗對比。據John Pike 在被訪談時曾提及他的一幅作品起碼要有六幅的初步速寫。目前許多活躍的水彩畫家,如英國的李察波頓也大力推荐畫者要使用初步速寫來增進畫作品質。</span><br />
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<span style="font-size: large;">但我們台灣美術教育所教的,<b>都是描繪(Drawing)而不是速寫(Sketch),像是描繪石膏像之類</b>。描繪是一個完整的作品呈現,跟塗繪(Painting)在藝術史上均擁有相等地位。也就是說,描繪(Drawing)本身耗去的的時間一定比速寫(Sketch)要來的久。一般說來描繪大概都需要耗上兩三個小時甚至七八個小時,速寫都幾乎是在二十分鐘內解決。</span><br />
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<span style="font-size: large;">你或許會問我,這跟「刻照片」有甚麼關係,關係可大了。只會描繪不會速寫的畫者無法處理自然界不斷變動的光。舉個簡單的例子,畫室裡的石膏像打上燈光,它的光影明暗是恆定的,所以你要花上三天來畫幅素描都沒關係;但是自然界的光影往往每過一個小時就會產生劇烈變動。所以只會描繪的畫者很難跟得上這種多變的情況。於是只能用相機把當時的光影給捕捉下來,然後開始刻照片。我很少在寫生比賽中看到有畫者會先做初步速寫,然後再開始進行自己的正式作品。換言之,這就是基礎訓練上的一個缺失,所以導致畫者只能用攝影技術補足自己的功力不足之處。</span><br />
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<span style="font-size: large;">第二、在此同時, 台灣的美術教育也過度的神化「素描」,好像只要素描畫不好,甚麼都畫不好。這一點是<b>完全的錯誤。</b>一般的鉛筆或炭筆素描(描繪)所注重的是形體,明暗,以及質感。但是其他媒材可不然!以水彩為例,水彩傳統上著重的是形體、明暗、以及<b>色彩</b>。而單<b>色彩</b>這項就非常非常難以捉摸,它會與<b>明暗</b>互相干擾。舉個簡單的例子,同等飽和度的黃色跟藍色比較下,人眼會認為藍色比較暗。所以如果你畫素描,會把藍色畫的比較暗,這是人的生理趨向,非常正常。但如果你畫的是水彩,那就是另外一回事:畫者可以直接藉由色相來區分不同物體,不需要故意再拉大黃色與藍色的明暗反差,除非那是畫者想要的畫面設計。也因此,過度神化「素描」會導致學生在用水彩或由油彩寫生時<b>難以適從</b>。他們會<b>不知道到底應該要像素描一樣拉大明暗反差來呈現色彩,還是直接用使用不同色彩,然後忽略明暗。</b>很多人看到此會說:<i>這是功力的問題,只要練得好自然就...。</i>我必須強調「明暗派」與「色彩派」之爭在藝術史上起碼持續了三百年之久,這不會是個年輕畫者能解決的問題,除非他很了解<b>畫用色彩學</b>、<b>色彩設計、以及藝術史</b>,並且藉此發展出一套屬於他個人的風格。也就是因為如此,寫生比賽中的畫者會不斷的試圖去平衡色彩與明暗,有一張經由現在攝影技術強化(例如很多相機都有「色彩強化」的選項)過的照片會是個最方便的選擇。</span><br />
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<span style="font-size: large;">第三、也是一個最重要的一點,很多人其實不知道<b>人的眼睛會隨著所看的焦點物體不同而改變感光度(人的瞳孔會放大縮小)</b>。 也就是說,當寫生畫者在看向不同的不同的對象時,他所感知道的明暗度會變動,而人腦會試圖以一種最<b>和諧</b>的方式來拼湊出一個對實景的理解,導致我常常看到有藝術學校的學生在寫生時常會畫出沒有明暗反差的作品。解決之道當然也很簡單,你只要用個感光度永遠一致的東西,像是<b>相機</b>之類,來幫你糾正感光度問題,則自然就不會有問題。而這也就是一堆學生喜歡「刻照片」的原因,因為實在是很方便。</span><br />
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<span style="font-size: large;">說到底,「刻照片」只是個表象。背後其實隱藏了很多我們美術教育當前所沒有解決,甚至根本不願解決的問題。<b>畫用色彩學、繪畫材料學、以及繪畫用(色彩、明暗)平面設計</b>,從很久以前就被棄置於一旁。我們所有的,只有<i>老師給的色表</i>、<i>老師給的用具清單</i>、以及<i>一堆很古老的構圖原則(像甚麼三分法則之類)</i>。這些都會造成年輕畫者不得不「刻照片」,因為他們的理論訓練不足,也缺乏實際上的速寫練習。很多人都說「師父引進門,修行在個人」,但是如果師父連門都沒有幫你打開,學生當然只好自求多福,來刻照片。</span>Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com3tag:blogger.com,1999:blog-4688226731018811886.post-79421605863154484542012-04-27T20:38:00.001-07:002012-04-27T20:38:33.745-07:00水彩工具入門(2):談水彩畫用筆的選擇。<p> </p> <p align="left"><font size="4" face="微軟正黑體">我建議初學者應該有以下五支畫筆,由小到大排列如下:</font></p> <ol> <li> <div align="left"><font size="4" face="微軟正黑體">一支3~4號的<strong>線筆</strong>(rigger):不過這在台灣很難找到,可以嘗試跟美術社老闆訂英國溫莎牛頓的半貂毛303 線筆。這筆是用來畫細節用的,請不要用一般的3~4號圓筆,那種筆的含水量比線筆少了一半,很容易就會畫到一半「斷線」。這對像靜物中的木紋,果梗;風景中的小樹枝;跟人物畫的頭髮都會有致命的影響。所以請使用線筆,不要用太小號的一般圓筆。</font></div></li> <li> <div align="left"><font size="4" face="微軟正黑體">一支6~8號的半貂毛圓筆:這是畫小到中的不規則區塊使用的,也會是你最常用到的畫筆。</font></div></li> <li> <div align="left"><font size="4" face="微軟正黑體">一支12~14號的半貂毛圓筆:這是畫大的不規則區塊使用(像是雲彩、遠山、桌布、背景)。</font></div></li> <li> <div align="left"><font size="4" face="微軟正黑體">一支半貂毛半英吋平筆:這筆有三個作用。第一,它能表現方形的物體(像磚頭)。第二,它能用它扁平的筆頭繪出一些要直不直、要斷不斷的細線(像被陽光照射到的繩索)。第三,它能沾清水暈開剛剛你/妳塗好色的邊緣。很多人不會用平筆,但只要肯用心測試,你會發現它很好用。</font></div></li> <li> <div align="left"><font size="4" face="微軟正黑體">一支一英吋半貂毛平筆:這筆的作用跟半英吋的平筆作用差不多,只是比較大。然後它也能來把整張畫紙打溼或上色。</font></div></li></ol> <p align="left"><font size="4" face="微軟正黑體">通常一般說來有這五支筆就行了,初學者不要太早嘗試一些太特殊的筆,那會影響你對「筆」的理解,然後很容易就會發生只為了某種效果去買某種筆的浪費錢舉動。只要你肯下苦心測試,就會發現這五支筆的變化足夠畫出一幅大師級畫作了。很多大師(像我的入門老師泰德考斯基)用的筆比這還少,但人家還不是畫出很多當代名作。不要花錢在一堆你根本不會用的東西上。</font></p> <p align="left"><font size="4" face="微軟正黑體">如果你仔細觀察,會發現我推薦的都是半貂毛水彩筆,而不是全貂毛水彩筆。為什麼會這樣做其實有很多理由。但最直接的理由是很多初學者拿到全貂毛水彩筆後會對他的吸水力跟吐水力感到無法控制,因為全貂毛筆很容易一股腦兒把它所沾的顏料全吐出來,然後你的紙上就一大灘顏料。對此很多筆廠都很了解,所以在製作半貂毛畫筆時讓它的吐水力維持恆定,讓畫者能有更好的控制力。還有就是價格問題,一支半貂毛水彩筆只要不到全貂毛水彩筆三分之一的價錢,在經濟性上(別忘了畫筆會磨損!)更佳。</font></p> <p align="left"><font size="4" face="微軟正黑體">好,這下紙跟筆都簡單談完了,接下來就會談到顏料的問題,這將會是個很長的章節,大家拭目以待吧。</font></p> <p align="left"><font size="4" face="微軟正黑體"></font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com5tag:blogger.com,1999:blog-4688226731018811886.post-53398423156042608512012-04-23T03:24:00.001-07:002012-04-23T03:24:36.153-07:00水彩工具入門(1):談水彩畫用紙的選擇。<p> </p> <p><font size="4" face="微軟正黑體">在看來看去都看不到一本像樣的水彩畫入門書籍後,我決定把我到現在所擁有的水彩畫知識全部整合一下,希望以後累積到某個程度後或許能對水彩初學者有所幫助。</font></p> <p><font size="4" face="微軟正黑體">水彩畫中最重要的工具就是紙,沒錯,就是水彩紙。而水彩紙的定義很簡單,只有以下三項:</font></p> <p><font size="4" face="微軟正黑體">(1) 純棉製 (100% cotton)</font></p> <p><font size="4" face="微軟正黑體">(2) 無酸 ( Acid free)</font></p> <p><font size="4" face="微軟正黑體">(3) 厚度需在300gsm(140 pound) 以上。</font></p> <p><font size="4" face="微軟正黑體">只要符合這三點,就是理想的水彩畫紙。其它任何看起來很像或老闆推薦的廉價畫紙都不是水彩紙,都不適合拿來做水彩創作,除非你有特殊的需求。廉價畫紙會參入木漿來降低成本,但木漿纖維的吸水力只有棉布纖維的十分之一。所以任何水彩技巧在木漿紙上都很難施用,尤其是溼中溼技法。對初學者來說,使用廉價畫紙就好像跟人買最便宜的二手降落傘來進行跳傘,那是非常不智的行為。而太薄的水彩紙容易在上色時起皺,增加繪畫的困難。</font></p> <p><font size="4" face="微軟正黑體">接下來說到紋路的問題,通常水彩紙會有分粗(Rough)、中(cold-pressed/NOT)、以及細(hot-pressed),我的經驗是除了細紋紙外粗中紋路的都很值得初學者一試。不一定要照坊間書籍所說一定要從中紋紙開始。多試試幾個不同牌子,只要符合以上三個定義,都很值得一試。</font></p> <p><font size="4" face="微軟正黑體">其實水彩畫紙真的很容易挑選,但也是最容易被選錯的一個媒介。想畫好畫,先找張好畫紙吧!</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-43482557555288717892012-03-04T15:34:00.001-08:002012-03-04T15:35:27.857-08:00在他與她與咖啡之間。<p><font size="4" face="微軟正黑體"></font> <p><font size="4" face="微軟正黑體">「匡噹!」隨著一聲巨響,咖啡杯盤應聲破裂。</font> <p><font size="4" face="微軟正黑體">「怎麼了,美女?」一位未滿十七歲的男孩輕挑的問著,這輕佻的回答是她教他的,她不喜歡被叫做老闆娘。因為她跟老闆沒有婚約,就只是男女朋友。</font> <p><font size="4" face="微軟正黑體">「沒事……我會收……」她極力保持冷靜地說著,無奈淚水跟肩膀的抽動背叛了她的心。</font> <p><font size="4" face="微軟正黑體">「老闆又……」他話還沒說完「不要提他!」一聲高八度的怒吼切斷了他的話。</font> <p><font size="4" face="微軟正黑體">吧師,就跟二十一世紀的來台外國人一樣。你可以很自律,也可以很垃圾。在那個咖啡吧師跟調酒吧師還沒有區分清楚的90年代。吧師給人的感覺不外乎是整齊、纖細、跟富有魅力。一個好的吧師能從客人口中聽到所有秘密,並且適時給予一些鼓勵(那怕只是一杯免費的紅酒)。這些,都是吧師的職業道德,而且這種互惠的交流也的確讓很多人的心得到了一時地撫慰。但是也有吧師利用了這點,奪走了很多女性的心,甚至是真鈔或貞操。那男孩所面對到的就是這樣一個情況:吧師外頭亂搞數日未歸,他的女友為了這間店投入的資本還沒收回來,就得面臨一人獨撐的慘況。不論是生意上或是心靈上的,而且這也不是第一次了。</font> <p><font size="4" face="微軟正黑體">晚上九點,一個愛喝免錢咖啡/愛看美女跑來自願當義工十七歲男孩,一位因被劈腿而崩潰的老闆娘(對不起,是美女),一間熄燈的咖啡店。這真是個糟透的狀況。</font> <p><font size="4" face="微軟正黑體">「幹!」男孩心中小小詛咒了聲。第一,他不能理解為何明明女友就長得很美(但個性火爆),那吧師為何還是要搞七捻三。第二,他的水彩用具沒帶,那時如果表演個十分鐘水彩畫應該可以轉移注意力吧,他想。</font> <p><font size="4" face="微軟正黑體">老闆娘(對不起,是美女,我掌嘴),坐上了最近的一個沙發,雙眼望著窗外出神,但眼淚如同瀑布般傾洩而出。他慌了手腳,他這一輩子沒遇過這狀況:他該學橙路裡的春日恭介去抱抱她嗎?他會不會被賞五個火辣辣的鍋貼?他不知道該怎麼辦阿!老闆娘(對不起,是美女,我再次掌嘴)不要哭阿!</font> <p><font size="4" face="微軟正黑體">他眼角餘光看到了手沖用的銅壺,心中萌生了個想法。雖然,他當時只是個端盤子的非法打工小弟,但他也曾夢想要當吧師很久了。他仔細地觀察了近兩個月,看看吧師手沖的技巧。在這沒有吧師的打烊咖啡館,他,能行嗎?</font> <p><font size="4" face="微軟正黑體">PWN的黃金曼特寧是當時最好沖的豆子,卡莉塔900的銅壺是當時最好的手沖壺,卡莉塔303濾杯是他當時唯一會用的濾杯。一陣亂搞後,他端出了兩杯曼特寧來。</font> <p><font size="4" face="微軟正黑體">「噗,你泡的這甚麼東西啊。」她笑了,是那種很不衛生嘴角帶著噴出的咖啡漬的笑。他的目的達到了,雖然他也差點沒把口中那股苦、澀、油、重的液體給吐了出來,但為了他那暫時性吧師的尊嚴,他只能忍下來,並且像個吧師一般開始對她說話。</font> <p><font size="4" face="微軟正黑體">那一夜,他們說了很多話,不過到後來他不免也被流彈波及。「你們男生齁,就都這樣,一天到晚就用那張嘴騙女生,哇啦哇啦哇啦……」他知道,他不能辯駁甚麼,在那當下,他只能當肉靶子。吧師當到變肉靶子,真的是不及格阿。</font> <p><font size="4" face="微軟正黑體">「好好好」男孩終於沉不住氣了「我就跟你發誓,除了我真心喜歡的女孩子,我絕不手沖咖啡給她喝好不好?」</font> <p><font size="4" face="微軟正黑體">「那你現在就打破誓言啦,要變小狗狗囉~~」她帶著勝利者的微笑。</font> <p><font size="4" face="微軟正黑體">「我沒有違背我的誓言啊。」男孩攤手,他心中的魔性開始發作了,他很不喜歡女生的挑釁,尤其是在剛泡完失敗的咖啡時。</font> <p><font size="4" face="微軟正黑體">「你這話是甚麼意思?」她還是笑著問。</font> <p><font size="4" face="微軟正黑體">「妳那麼聰明,會不知道我的意思?」他的眼神變了,變得如同一雙銳利的柳葉刀。</font> <p><font size="4" face="微軟正黑體">於是兩人無語了很久。終於,她站起身,摸著他的臉頰。</font> <p><font size="4" face="微軟正黑體">「要是你再大一點就好了……」</font> <p><font size="4" face="微軟正黑體">他知道,十歲的差距加上高中聯考的壓力,這是不可能成的局。</font> <p><font size="4" face="微軟正黑體">十年後,男孩也經歷了數次相同的事情,唯一不變的是他房間裡永遠只有一台799元中國製飛利浦美式咖啡壺。十年後,他也感受到了如此的椎心之痛,那不是一杯曼特寧能醫治的。就算你把RWS莊園藍山、夏威夷可納、瓜地馬拉花神安提瓜、衣索比亞精選七產地的每隻豆子都喝下,你只會心痛胃更痛。咖啡,從來就不是甚麼催情良藥,重點在於「人」跟「時間」。愛總像是剛研磨好的咖啡粉乾香氣,純樸的讓人驚訝,也短暫的令人扼腕。</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-65446622797426275612012-02-20T11:02:00.001-08:002012-02-20T11:02:08.587-08:00淺談「Hake」派畫家。(簡介)<p><font face="微軟正黑體"></font> </p> <p><font size="4" face="微軟正黑體">最近在Youtube上看到了一個叫</font>Steven Cronin<font size="4" face="微軟正黑體">的畫家大量的分享他的作品作品與心得,並且在亞馬遜書局上他也販售教學DVD。他的水彩用具簡單、技法輕鬆寫意,很能得到初學者與非畫者的共鳴,在這裡舉個影片例子如下:</font></p> <div style="padding-bottom: 0px; margin: 0px; padding-left: 0px; padding-right: 0px; display: inline; float: none; padding-top: 0px" id="scid:5737277B-5D6D-4f48-ABFC-DD9C333F4C5D:eb0b44c0-90a5-4bbe-b574-45cc5d11f8b4" class="wlWriterEditableSmartContent"><div id="24bbea32-2934-43b7-8025-9f0d599704a9" style="margin: 0px; padding: 0px; display: inline;"><div><a href="http://www.youtube.com/watch?v=-ZwQDohCIbk&feature=plcp&context=C30e5784UDOEgsToPDskJag53mMvz4iL1u0uwZ2bl4" target="_new"><img src="http://lh3.ggpht.com/-U_vEY7gE0dg/T0KYroM2HhI/AAAAAAAAAgY/Ty0rm4hm0OY/video67f054217cb7%25255B42%25255D.jpg?imgmax=800" style="border-style: none" galleryimg="no" onload="var downlevelDiv = document.getElementById('24bbea32-2934-43b7-8025-9f0d599704a9'); downlevelDiv.innerHTML = "<div><object width=\"526\" height=\"295\"><param name=\"movie\" value=\"http://www.youtube.com/v/-ZwQDohCIbk?hl=en&hd=1\"><\/param><embed src=\"http://www.youtube.com/v/-ZwQDohCIbk?hl=en&hd=1\" type=\"application/x-shockwave-flash\" width=\"526\" height=\"295\"><\/embed><\/object><\/div>";" alt=""></a></div></div><div style="width:526px;clear:both;font-size:.8em">十分鐘內完成一幅風景水彩。</div></div> <p><font size="4" face="微軟正黑體">看起來很簡單吧,其實水彩有時候就是這麼簡單。很多人說水彩是最難掌握的媒材,我想這其實簡化了很多的命題。而且很多時候難以掌握其實還挺迷人的,不是很多人喜歡難以掌握的壞男/女人嗎(笑)。</font></p> <p><font size="4" face="微軟正黑體">說到這就讓我想到了業餘畫家Bruce Macvory的一個有趣比喻:他說戶外寫生因為裝備不齊所以感覺像是裸體;然後戶外天氣光影的劇烈轉變令人難以控制。所以很多畫家不願意走出畫室去寫生。但是裸體跟難以控制不也就是良好性愛的必要條件嗎?(我只能說某程度來說我很佩服Bruce敢這麼大刺刺的說出這種比喻)。</font></p> <p><font size="4" face="微軟正黑體">那為何我要叫Steven Cronin為大筆派畫家,其實是因為他有兩個老前輩:一個是著名的水彩印象派畫家Ron Ranson,一個是在台灣曾經有播過的Simply Painting主持人Franke Clarke。你只要仔細觀察他們的用具與手法就能知道這三者系出同源。</font></p> <p><font size="4" face="微軟正黑體">第一,這三個人都只用三支筆,而且一定有一隻大號的羊毛排筆、一支小號的扁筆、跟一支線筆。</font></p> <p><font size="4" face="微軟正黑體">第二,這三個人用的顏色一模一樣。都是溫莎牛頓牌的Cotman學生級水彩。然後色表如下:</font></p> <p><font size="4" face="微軟正黑體">Lemon Yellow/Cadmium Yellow Pale (檸檬黃或淡鎘黃)</font></p> <p><font size="4" face="微軟正黑體">Alizarin Crimson (茜草紅)</font></p> <p><font size="4" face="微軟正黑體">Ultramarine (群青)</font></p> <p><font size="4" face="微軟正黑體">Raw Sienna (黃赭)</font></p> <p><font size="4" face="微軟正黑體">Light Red (淺氧化鐵紅)</font></p> <p><font size="4" face="微軟正黑體">Burnt Umber (焦赭)</font></p> <p><font size="4" face="微軟正黑體">Payne’s Gray (派尼斯灰)</font></p> <p><font size="4" face="微軟正黑體">就這樣七個顏色,這三位大畫家畫出了一系列的北愛爾蘭風景畫。</font> </p> <p><font size="4" face="微軟正黑體">第三,這三人的用紙都是10X14的冷壓水彩紙。而且學生等級的也可以。</font></p> <p><font size="4" face="微軟正黑體">第四,畫面中有百分之八十都是用最大的排筆完成,故稱「大筆派」</font></p> <p><font size="4" face="微軟正黑體">由以上三點我們可以看到其實這三位大筆派畫家儘可能的降低了水彩畫的入門門檻,讓學生能用便宜的用具也能享受作畫的樂趣。而且他們把羊毛排筆的特性也發揮到了極致:羊毛排筆濕時會有著像剃刀般鋒利的筆觸,適合畫岩石之類的東西;而它半乾濕時會出現邊緣不齊的筆觸,適合表現路上的斑痕或樹叢;當它全乾時,它只會在紙上抹上些分裂的細碎筆觸,非常適合用來表現樹叢。所以我說過水彩有時不是單靠用具就好,怎麼理解用具的特性與應用才是妙趣所在。</font></p> <p><font size="4" face="微軟正黑體">但,過度簡化的用具與技法當然也會帶來些作畫上的限制,下一篇就讓我們來談談大筆派的限制吧!</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-25064407663584690572012-02-15T05:40:00.001-08:002012-02-15T05:46:17.874-08:00Little work challenge-台灣36秘境<p><font size="4" face="微軟正黑體"></font> </p> <p><font size="4" face="微軟正黑體">簡單來說就是我要把網路上傳的台灣36秘境用五乘七英吋畫紙全畫出來。這不僅考驗我技術,我也要在這場挑戰中儘可能的變化我的技法。還有我真的覺得我需要台好相機XD</font></p> <p><a href="http://lh6.ggpht.com/-ZjdQ4KuZa0Q/Tzu1qI9mv3I/AAAAAAAAAf0/rrJSXupY7hk/s1600-h/%2525C2%252595%2525C3%252594s%25257D0%2525C3%2525A5%25253D%25255B5%25255D.jpg"><img style="background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px" title="井仔腳鹽田日落" border="0" alt="井仔腳鹽田日落" src="http://lh4.ggpht.com/-n3iPzltb7dg/Tzu1qyMJVUI/AAAAAAAAAf8/MJF_8e091B0/%2525C2%252595%2525C3%252594s%25257D0%2525C3%2525A5%25253D_thumb%25255B2%25255D.jpg?imgmax=800" width="575" height="461"></a></p> <p><font size="4" face="微軟正黑體">1. 井仔腳鹽田日落</font></p> <p><a href="http://lh6.ggpht.com/-IqzkzQ0bX28/Tzu1rkoM4NI/AAAAAAAAAgE/XMmlnkwl_rQ/s1600-h/WV%2525C3%2525A5%2525C3%2525BA%25255B5%25255D.jpg"><img style="background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px" title="南湖日出" border="0" alt="南湖日出" src="http://lh6.ggpht.com/-7UCNrPDz-GM/Tzu1srWoqzI/AAAAAAAAAgM/4IzX2IX6sBQ/WV%2525C3%2525A5%2525C3%2525BA_thumb%25255B2%25255D.jpg?imgmax=800" width="571" height="459"></a></p> <p><font size="4" face="微軟正黑體">2. 南湖日出</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-71387428564072668012012-02-07T13:55:00.001-08:002012-02-07T13:55:43.006-08:00Little work: columbine thank you note<p> </p> <a href="http://lh5.ggpht.com/-C2BCAdVVf9U/TzGdwrOJ5QI/AAAAAAAAAfk/z_QC26duF6s/s1600-h/Image.jpg"><img style="background-image: none; border-bottom: 0px; border-left: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px" title="Colimbine感謝卡" border="0" alt="Colimbine感謝卡" src="http://lh5.ggpht.com/-1ipAzdKedaY/TzGdxBRLBuI/AAAAAAAAAfo/8IzZzDxiTeA/Image.jpg?imgmax=800" width="601" height="494"></a> <p><font size="4" face="微軟正黑體">我的感謝卡通常不是用買的或是用寫的。因為店裡賣的感謝卡很難表達我真正的感激之情,然後我的字像小學生一樣難看。所以說囉,只好用老法子,水彩畫。</font></p> <p><font size="4" face="微軟正黑體">這幅畫最難的地方是要在白色的背景上表現出中心的白花,因為時間倉促,我還是用了<a href="http://quinacridone-gold.blogspot.com/2011/08/blog-post.html" target="_blank">群青與焦赭</a>這個老配方,因為用量不大,所以色粉沉澱不明顯,算是成功的表現了花的質感。風景畫與花卉畫的技法在這瞬間交會出了火花,我很滿意。</font></p> <p><font size="4" face="微軟正黑體">因為畫面很小,中間黃色的雄蕊我是用不透明鈦(Titanium White)白跟不透明的鎘黃(Cadmium Yellow)來表現。令我訝異的是鎘黃的不透明性反而沒有傳聞中的那麼強,在深色底色下還是會透出些許底層的色彩。我想有時間得好好地把手上的顏料做一個有系統的測試了,果然聽信顏料廠跟書籍的說法有時還是會有出入。</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0tag:blogger.com,1999:blog-4688226731018811886.post-52513183463434714312012-01-28T13:58:00.001-08:002012-01-28T14:01:46.234-08:00神兵 召來<p><font size="4" face="微軟正黑體">我終於買了我人生中的第一支14號西伯利亞貂毛水彩筆。<br>不要被我搞錯,這並不是我人生中第一支的西伯利亞貂毛水彩筆。在我碰水彩兩三年後我就買了第一支伊莎貝爾牌的西伯利亞貂毛水彩筆(8號),此後的數年間也買了好幾隻3, 5, 7, 10 的型號,但10號以上,我卻遲遲不動手,這當然跟個人的技法學習與進展有種種關聯,我想在這裡跟分享一下我對西伯利亞貂毛水彩筆的一些看法。<br>西伯利亞貂毛筆自上世紀以來就一直是專業水彩畫者的第一選擇,吉勒摩‧浮斯克特(西班牙水彩畫家)一席話把西伯利亞貂毛水彩筆的特性解釋的淋漓盡致:「撇開一些特殊用途不談,西伯利亞貂的確是最好的筆毛材料。它吸水力強,能汲取大量的顏料。而且筆身可以在手指施加的最小壓力下張開,卻又能有足夠彈性收攏而不損害到它完美的筆尖。」總結上述一席話,我們可以得到西伯利亞貂毛水彩筆的四個最重要特性:</font> <p><font size="4" face="微軟正黑體">1. 吸水力強。</font> <p><font size="4" face="微軟正黑體">2. 對手指的壓力反應靈敏。</font> <p><font size="4" face="微軟正黑體">3. 筆毛彈力好。</font> <p><font size="4" face="微軟正黑體">4. 有完美的筆尖。</font> <p><font size="4" face="微軟正黑體">在傳統水彩的領域裡,以上這些優點都是相當必要。吸水性強代表讓畫者能把水彩的流動性發揮到極致。如此也能增快作畫的速度,讓畫者在施用渲染法時能更有彈性。反應靈敏的筆身可以隨著畫者手指的揮灑,在紙上繪出自由暢快的筆觸。西伯利亞貂毛的高超彈力使得筆尖的開展維持一致,不會因為手指的壓力而潰散。最後,再加上西伯利亞貂毛有著其他毛料所缺乏的自然毛尖,就算是大號數的筆也能繪出相當纖細的筆觸;完美的筆尖也讓筆觸的邊緣呈現銳利感,不會散亂而拖泥帶水。這些優點使得許多水彩畫家都大力推薦西伯利亞貂毛製的水彩筆,少有不推薦的聲音。<br>那為何我拖了將近十年才買了14號的西伯利亞貂毛水彩筆?這就要說到「適用性」的問題了。很直覺的反應是,大號數的筆通常是用來塗繪大面積的色塊,而大面積的薄塗也的確需要極佳的吸水力,但大面積的薄塗有沒有需要靈敏的反應、良好的筆毛、與完美的筆尖呢?這些點就相當值得商榷。的確,如果單以薄塗來看,上面所列的三點其實沒有那麼的必要。一隻羊毛排筆或松鼠毛薄塗筆都能將薄塗繪製的相當完美,而且就經濟性上來說,12號以上的西伯利亞貂毛水彩筆目前市價都要台幣三千元以上,對於經濟能力有限的畫者(包括我在內),也實在是一筆不小的負擔。<br>那我為何現在買了一隻14號的西伯利亞貂毛水彩筆? 很顯然的我的目標已經不是用來繪製大面積的薄塗了,目前個人想慢慢將風景的風格轉為直接、寫意、又多彩,一隻能夠含住大量顏料又能靈敏地製造我要的筆觸的筆的確是非常必要的。當然,有人會說大號數西伯利亞貂毛水彩筆在做像天空時的薄塗很方便,因為能夠繞開複雜的中前景建築物邊緣作畫。我對此的回答是如果真有這種需求大可以先使用遮蓋液或紙膠帶將中前景遮蓋住再行薄塗天景,這會比用一支筆尖完美的筆小心翼翼繞過邊緣來的簡易,也能增快渲染的速度與流暢性。<br>工具的使用與個人的畫法要如何搭配其實一直是國外水彩畫者不斷努力的目標,有興趣的可以看看ALVARO CASTAGNET的<a href="http://www.alvarocastagnet.net/" target="_blank">個人網站</a>,他那流暢的筆觸都是用自製的松鼠毛筆所繪製的,連繪製細線的線筆也是松鼠毛製。所以工具沒有好壞或一定要怎樣使用之分,水彩畫嗎,就隨興所至就可以了!</font></p> Winslowhttp://www.blogger.com/profile/03241949726834632662noreply@blogger.com0