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chapter8.1

chapter8.1 - 8 1 V B A 1 d2 D a C d 2 d 1 =180 57.3 0 a 0 1...

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§8- 1 带带带带带带带带带 带带带带带带带带 带带带带 带带带 带带带带带带带 V 带带带
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1 α a d 2 θ A B C D 0 1 2 0 3 . 57 * 180 a d d - ± = [ ] - - + - + + - 2 1 2 2 2 1 2 1 ) ( 8 ) ( 2 ) ( 2 8 1 d d d d L d d L a π 带带带带带带
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特特特 1 特特特特特特特特特特特特特 2 特特特特特特特特特特特 3 特特特特特特特特特特 4 特特特特特特特特特特 5 特特特特特特特 6 特特特特特特特特 7 特特特特特特特特特特 8 特特特特特特特
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1 2 §8- 2 带带带带带带带带 §8- 2 带带带带带带带带 带 . 带带带带带带带带 1 2 0 F 0 F 0 F 0 F 2 1 f F F F - = f F f F 带带 1 F 2 F 2 1 0 F F F 2 + = F = 带带带带
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d α 2 d 2 d 1 F 2 F 带带带带带带带 kw Fv P 1000 = F dN dN f dF F +
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dF fdN Fd dN = α = } α = fd F dF = α 0 1 2 fd F dF F F α = f 2 1 e F F d 2 d 2 d 1 F 2 F F dN dN f dF F + 带带带带 带 V带带 f e F F = 2 1
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0 2 1 2 1 2 1 2 F F F e F F F F F f = + = - = α 1 1 2 0 + - = f f e e F F 带带带带带带带带带带带带带带 0 F 1 带带带带 α 2 带带带 f 3 带带带带带
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带带带带带带带带 A F 1 1 = σ 1. 带带带 d yE b 2 = σ 2. 带带带带 A F 2 2 = σ 2 b 1 b σ σ 2 1 d d < d
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A qv 2
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chapter8.1 - 8 1 V B A 1 d2 D a C d 2 d 1 =180 57.3 0 a 0 1...

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