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<head><meta http-equiv="Content-Type" content="text/html; charset=UTF-8"/><meta name="viewport" content="width=device-width, initial-scale=1.0"/><meta http-equiv="X-UA-Compatible" content="IE=edge"/><meta name="description" content="进行任意角度旋转的时候可以进行 blending并且可以指定原图和目标图的旋转中心任意角度旋转原图和目标图都只支持 RGB 格式。 其中旋转角度传给驱动的是旋转角度的 sin 和 cos 值,为 2.12 定点数,其中小数部分 12bits ,则应用程序计算 sin 和 cos 值的方法如下: #include &lt;stdio.h&gt; #include &lt;math.h&gt; # define PI ..."/><meta name="DC.rights.owner" content="(C) 版权 2025"/><meta name="copyright" content="(C) 版权 2025"/><meta name="generator" content="DITA-OT"/><meta name="DC.type" content="concept"/><meta name="DC.creator" content="yan.wang"/><meta name="DC.date.created" content="2024-01-17"/><meta name="DC.date.modified" content="2024-11-20"/><meta name="DC.format" content="HTML5"/><meta name="DC.identifier" content="ge_任意角度旋转_0"/><meta name="DC.language" content="zh-CN"/><title>任意角度旋转</title><!-- Build number 2023110923. --><meta name="wh-path2root" content="../../../"/><meta name="wh-toc-id" content=""/><meta name="wh-source-relpath" content="topics/sdk/ge/ge_rotate.dita"/><meta name="wh-out-relpath" content="topics/sdk/ge/ge_rotate.html"/>
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<div class=" wh_topic_content body "><main role="main"><article class="- topic/topic concept/concept topic concept" role="article" aria-labelledby="ariaid-title1"><span class="edit-link" style="font-size:12px; opacity:0.6; text-align:right; vertical-align:middle"><a target="_blank" href="http://172.16.35.88/tasks/jdssno1uvvbf2mltu9kb9v3if05d5gopuakboe8hlud18rma/edit/F:/aicdita/aicdita-cn/topics/sdk/ge/ge_rotate.dita">Edit online</a></span><h1 class="- topic/title title topictitle1" id="ariaid-title1">任意角度旋转</h1><div class="date inPage">20 Nov 2024</div><div style="color: gray;">
Read time: 1 minute(s)
</div><div class="- topic/body concept/conbody body conbody"><p class="- topic/p p" data-ofbid="d249082e23__20250121171702">进行任意角度旋转的时候可以进行 blending并且可以指定原图和目标图的旋转中心任意角度旋转原图和目标图都只支持 RGB 格式。
其中旋转角度传给驱动的是旋转角度的 sin 和 cos 值,为 2.12 定点数,其中小数部分 12bits ,则应用程序计算 sin 和 cos 值的方法如下:</p><div class="- topic/p p" data-ofbid="d249082e25__20250121171702"><br/><div class="imagecenter"><img class="- topic/image image imagecenter" id="ge_任意角度旋转_0__image_t4v_fhb_d1c" src="../../../images/ge/ge_function_rot.png" alt="ge_function_rot"/></div><br/></div><pre class="+ topic/pre pr-d/codeblock pre codeblock language-c" id="ge_任意角度旋转_0__codeblock_ec3_ghb_d1c" data-ofbid="ge_任意角度旋转_0__codeblock_ec3_ghb_d1c">#include &lt;stdio.h&gt;
#include &lt;math.h&gt;
#<span class="hl-directive">define</span> PI <span class="hl-number">3.14159265</span>
#<span class="hl-directive">define</span> SIN(x) (sin(x* PI / <span class="hl-number">180.0</span>))
#<span class="hl-directive">define</span> COS(x) (cos(x* PI / <span class="hl-number">180.0</span>))
<strong class="hl-keyword">double</strong> degree = <span class="hl-number">30.0</span> <em class="hl-comment">// (0 &lt;= degree &lt; 360)</em>
angle_sin = (<strong class="hl-keyword">int</strong>)(SIN(x) * <span class="hl-number">4096</span>);
angle_cos = (<strong class="hl-keyword">int</strong>)(COS(x) * <span class="hl-number">4096</span>);
<em class="hl-comment">// 应用程序也可以预先生成需要的角度的 sin 和 cos 值列表,通过查表减小计算量</em></pre></div></article></main></div>
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