add post josh-dsp-1&2; update image watermark
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@@ -46,9 +46,7 @@ mx = max(abs(h-rcosdesign(0.25,6,4,'sqrt')))
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fvtool(h,'Analysis','impulse')
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```
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<div align="center">
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<img src="https://josh-blog-1257563604.cos.ap-beijing.myqcloud.com/img/2020-11-25-matlab-rcosdesign/2020-11-25-matlab-rcosdesign-010-DesignASquareRootRaisedCosineFilterExample-01.png?imageMogr2/thumbnail/!100p|watermark/2/text/QEpvc2ggR2Fv/fontsize/15/dissolve/60/gravity/southeast/dx/5/dy/5"/>
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</div>
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## 升余弦和根升余弦滤波器的脉冲响应<a name="Examples-02"></a>
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@@ -65,9 +63,7 @@ h1 = rcosdesign(rf,span,sps,'normal');
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fvtool(h1,'impulse')
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```
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<div align="center">
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<img src="https://josh-blog-1257563604.cos.ap-beijing.myqcloud.com/img/2020-11-25-matlab-rcosdesign/2020-11-25-matlab-rcosdesign-020-ImpulseResponsesOfNormalAndSquareRootRaisedCosineFiltersExample-01.png?imageMogr2/thumbnail/!100p|watermark/2/text/QEpvc2ggR2Fv/fontsize/15/dissolve/60/gravity/southeast/dx/5/dy/5"/>
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</div>
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**升余弦滤波器在 `sps` 的整数倍处具有零值点**。因此,它满足无码间串扰(ISI)的 Nyquist 准则。但是,根升余弦滤波器没有这样的特性:
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@@ -76,9 +72,7 @@ h2 = rcosdesign(rf,span,sps,'sqrt');
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fvtool(h2,'impulse')
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```
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<div align="center">
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<img src="https://josh-blog-1257563604.cos.ap-beijing.myqcloud.com/img/2020-11-25-matlab-rcosdesign/2020-11-25-matlab-rcosdesign-030-ImpulseResponsesOfNormalAndSquareRootRaisedCosineFiltersExample-02.png?imageMogr2/thumbnail/!100p|watermark/2/text/QEpvc2ggR2Fv/fontsize/15/dissolve/60/gravity/southeast/dx/5/dy/5"/>
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</div>
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将根升余弦滤波器与自身进行卷积。在最大值处截断脉冲响应,使其长度与 `h1` 相同。使用最大值将响应归一化。然后,将卷积后的根升余弦滤波器与升余弦滤波器进行比较。
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@@ -95,9 +89,7 @@ ylabel('Normalized amplitude')
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legend('h1','h2 * h2')
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```
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<div align="center">
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<img src="https://josh-blog-1257563604.cos.ap-beijing.myqcloud.com/img/2020-11-25-matlab-rcosdesign/2020-11-25-matlab-rcosdesign-040-ImpulseResponsesOfNormalAndSquareRootRaisedCosineFiltersExample-03.png?imageMogr2/thumbnail/!100p|watermark/2/text/QEpvc2ggR2Fv/fontsize/15/dissolve/60/gravity/southeast/dx/5/dy/5"/>
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</div>
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卷积响应的长度是有限的,因此根升余弦滤波器与自身进行卷积得到的结果会与升余弦滤波器不一致。增加 `span` 可以在响应之间获得更紧密的一致性,并更好地符合 Nyquist 准则。
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