tag:blogger.com,1999:blog-35500969815076290522024-03-08T07:47:23.982-08:00Seni RupaMia Armaliahttp://www.blogger.com/profile/15001726240961592912noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-3550096981507629052.post-33843888044718904572013-02-18T00:33:00.000-08:002013-02-18T00:33:08.687-08:00<h3 class="post-title entry-title">
<a href="http://posrupa.blogspot.com/2009/08/perspektif-1-titik-lenyap.html">Perspektif 1 Titik Lenyap</a>
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Perhatikan dulu gambar berikut:</div>
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<a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl4.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl4.jpg" style="cursor: pointer; display: block; height: 272px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a><span style="font-size: 78%;">(gambar 1)</span><br />Bagian tiang dan patung yang ditata pada displaynya masing-masing jika semakin jauh dari mata kita akan terlihat semakin kecil.</div>
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Daun
pintu bagian atas jika terlihat dari arah depan yang seharusnya lurus
(sejajar dengan garis horisontal) tampak miring seolah mengikuti sebuah
titik yang tak terlihat.<br />Dimanakah letak titik yang tidak tampak, untuk lebih jelasnya perhatikan gambar berikut:<br /><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl2.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl2.jpg" style="cursor: pointer; display: block; height: 309px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a><span style="font-size: 78%;">(gambar 2)<br /><span style="font-size: 100%;">Dari
gambar kedua coba terapkan pada gambar 1 yaitu dengan menarik bagian
atas daun pintu, kemudian bagian lagit-langit, dan juga pada bagian
bawah dan atas tiang-tiang yang berjajar berurutan, Nanti dari situ
terlihat titik yang dimaksud.<br /><span class="fullpost"><br />Pada teorinya perspektif dengan 1 titik dapat dijelaskan pada gambar berikut:</span></span></span><ul>
<li style="text-align: left;"><span style="font-size: 78%;"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl5.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl5.jpg" style="cursor: pointer; display: block; height: 312px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a></span><span style="font-size: 78%;"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl6.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl6.jpg" style="cursor: pointer; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span></li>
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<li style="text-align: left;">Garis Horisontal terlihat datardan lurus</li>
<li style="text-align: left;">Titik lenyap berada pada garis horisontal</li>
<li style="text-align: left;">Benda
yang terlihat bagian depannya tidak mengalami perubahan bentuk,
maksudnya jika persegi tetap keempat sudutnya sebesar 90 derajatBagian
benda selain bagian depan (samping, atas, dan bawah) meskipun
kenyatannya lurus akan terlihat miring mengikuti dan mengarah pada garis
horisontal</li>
<li style="text-align: left;">Benda yang terletak di
atas garis horisontal terlihat bagian bawahnya begitu sebaliknya jika
benda terletak pada bawah garis horisontal</li>
<li style="text-align: left;">Jika
benda tersebut bersudut maka cara menggambarnya menentukan
sudut-sudutnya yang nanti bisa ditarik kearah titik lenyap, dan jika
benda tersebut tidak mempunyai sudut (sisinya lengkung) maka yang
ditentukan adalah titik terluar (garis singgung)</li>
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Dalam praktik penggambarannya dapat diwujudkan dan dikembangkan pada gambar berikut:<div style="text-align: center;">
<span style="font-size: 78%;"></span><span style="font-size: 78%;"><span style="font-size: 78%;">erhatikan bagian jendela, kotak perabot yang ada di bawah, lantai, dan langit-langitnya<br /></span></span><span style="font-size: 78%;"><span style="font-size: 78%;"><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antv.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antv.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada rak<br /></span></span><span class="fullpost"><span style="font-size: 78%;"><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwindow.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwindow.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada jendela<br /><br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwdflr.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwdflr.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada lantai<br /><br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antceiling.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antceiling.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada langit-langit<br /><br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anbed.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anbed.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap tempat tidur<br /><br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anrug.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anrug.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada alas</span></span><br /><span class="fullpost"><br /><br /></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/andoor.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/andoor.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada pintu</span></span><br /><br /><span class="fullpost"><br /></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anskylight.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anskylight.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada plapon<br /><br /></span></span></div>
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Mia Armaliahttp://www.blogger.com/profile/15001726240961592912noreply@blogger.com0tag:blogger.com,1999:blog-3550096981507629052.post-38043438468920089872013-02-18T00:31:00.001-08:002013-02-18T00:31:50.129-08:00Persepektif<img alt="" 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" /><br />
<h3 class="post-title entry-title">
<a href="http://posrupa.blogspot.com/2009/08/perspektif-1-titik-lenyap.html">Perspektif 1 Titik Lenyap</a>
</h3>
<div class="post-header">
</div>
<div class="post-body entry-content">
<div style="text-align: center;">
Perhatikan dulu gambar berikut:</div>
<div style="text-align: center;">
<a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl4.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl4.jpg" style="cursor: pointer; display: block; height: 272px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a><span style="font-size: 78%;">(gambar 1)</span><br />
Bagian tiang dan patung yang ditata pada displaynya masing-masing jika semakin jauh dari mata kita akan terlihat semakin kecil.</div>
<div style="text-align: center;">
Daun
pintu bagian atas jika terlihat dari arah depan yang seharusnya lurus
(sejajar dengan garis horisontal) tampak miring seolah mengikuti sebuah
titik yang tak terlihat.<br />
Dimanakah letak titik yang tidak tampak, untuk lebih jelasnya perhatikan gambar berikut:<br />
<a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl2.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl2.jpg" style="cursor: pointer; display: block; height: 309px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a><span style="font-size: 78%;">(gambar 2)<br /><span style="font-size: 100%;">Dari
gambar kedua coba terapkan pada gambar 1 yaitu dengan menarik bagian
atas daun pintu, kemudian bagian lagit-langit, dan juga pada bagian
bawah dan atas tiang-tiang yang berjajar berurutan, Nanti dari situ
terlihat titik yang dimaksud.<br /><span class="fullpost"><br />Pada teorinya perspektif dengan 1 titik dapat dijelaskan pada gambar berikut:</span></span></span><br />
<ul>
<li style="text-align: left;"><span style="font-size: 78%;"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl5.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl5.jpg" style="cursor: pointer; display: block; height: 312px; margin: 0px auto 10px; text-align: center; width: 411px;" /></a></span><span style="font-size: 78%;"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl6.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl6.jpg" style="cursor: pointer; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span></li>
</ul>
<br />
<ul>
<li style="text-align: left;">Garis Horisontal terlihat datardan lurus</li>
<li style="text-align: left;">Titik lenyap berada pada garis horisontal</li>
<li style="text-align: left;">Benda
yang terlihat bagian depannya tidak mengalami perubahan bentuk,
maksudnya jika persegi tetap keempat sudutnya sebesar 90 derajatBagian
benda selain bagian depan (samping, atas, dan bawah) meskipun
kenyatannya lurus akan terlihat miring mengikuti dan mengarah pada garis
horisontal</li>
<li style="text-align: left;">Benda yang terletak di
atas garis horisontal terlihat bagian bawahnya begitu sebaliknya jika
benda terletak pada bawah garis horisontal</li>
<li style="text-align: left;">Jika
benda tersebut bersudut maka cara menggambarnya menentukan
sudut-sudutnya yang nanti bisa ditarik kearah titik lenyap, dan jika
benda tersebut tidak mempunyai sudut (sisinya lengkung) maka yang
ditentukan adalah titik terluar (garis singgung)</li>
</ul>
<div style="font-style: italic; text-align: left;">
Dalam praktik penggambarannya dapat diwujudkan dan dikembangkan pada gambar berikut:<br />
<div style="text-align: center;">
<span style="font-size: 78%;"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl3.jpg"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/p1tl3.jpg" style="cursor: pointer; display: block; height: 224px; margin: 0px auto 10px; text-align: center; width: 270px;" /></a></span><span style="font-size: 78%;"><span style="font-size: 78%;">erhatikan bagian jendela, kotak perabot yang ada di bawah, lantai, dan langit-langitnya</span></span><span style="font-size: 78%;"><span style="font-size: 78%;"><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antv.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antv.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada rak</span></span><span class="fullpost"><span style="font-size: 78%;"><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwindow.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwindow.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada jendela<br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwdflr.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anwdflr.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada lantai<br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antceiling.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/antceiling.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap pada langit-langit<br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anbed.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anbed.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titik lenyap tempat tidur<br /><br /></span></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anrug.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anrug.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada alas</span></span><br />
<span class="fullpost"><br /></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/andoor.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/andoor.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada pintu</span></span><br />
<br />
<span class="fullpost"><br /></span><span class="fullpost"><a href="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anskylight.gif"><img alt="" border="0" src="http://www.fileden.com/files/2009/4/10/2398470/posrupa/anskylight.gif" style="cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 432px;" /></a></span><span class="fullpost"><span style="font-size: 78%;">perspektif 1 titk lenyap pada plapon<br /></span></span></div>
</div>
</div>
</div>
<br /><br />Mia Armaliahttp://www.blogger.com/profile/15001726240961592912noreply@blogger.com0