Chap5-6 - 5 6 1 p p p p 2p p p d 2 d d d p p d = p 180 sin...

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§5- 6 滚滚滚滚滚滚滚滚滚滚 滚滚滚滚滚滚滚滚滚滚滚滚 1 滚滚滚滚滚滚
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p p p p + p 2 p + 滚滚
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滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚 z 180 sin p d 0 = d d + p p + p d 2 d 滚滚滚滚滚滚 滚滚滚滚滚滚滚 滚滚滚滚滚滚滚滚滚
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5 滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚 2 滚滚滚滚滚滚滚 3 滚滚滚滚滚滚滚滚滚滚滚滚滚 4 滚滚滚滚滚滚 1 滚滚滚滚滚 、、 滚滚滚滚滚滚滚滚滚滚
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、、 滚滚滚滚滚滚滚滚滚滚滚滚 0 P 滚滚滚滚滚滚滚 =1. 75 0 P 滚滚滚滚滚滚滚 =2. 5 1 n c P 0 P 0 P 1 n 0 P 1 n 4 8 A 0 滚滚滚 25 z 1 = 2 滚滚滚滚
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、、 滚滚滚滚滚滚滚滚滚滚 1 滚滚滚滚滚滚滚 2 , 1 z z 滚滚 滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚滚 1 z , 120 z 2 滚滚 滚滚滚滚滚滚滚滚滚 1 z d 滚滚 滚滚滚 滚滚滚滚滚滚滚滚 2 z 滚滚 P 滚滚滚滚滚滚 2 1 n n 滚滚滚
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p d d d + p p + z 180 sin p d 0 = 2 d
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This note was uploaded on 10/15/2011 for the course ME 209 taught by Professor Yaolu during the Winter '09 term at Tsinghua University.

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Chap5-6 - 5 6 1 p p p p 2p p p d 2 d d d p p d = p 180 sin...

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