50000#OtCnt %PC 0#EndCr 0.97n4 2n3 0n1 1gLxgLy hFFFFFF#PBClr 1#PGrSz 10#PFnSz
gS 0gC 0.97n4 1n3 180n1
-1.0n1 0.02n3 :L20 N1gx 1gy gP N3ni1 0.72zN1<_G20_; r/cosα
-1n1 0.002n3 :L21 N1gx N1*-5 - 4=gy gP N3ni1 -0.8zN1<_G21_; 0-r
-1n1 0.01n3 :L22 N1gx N1*-0.5 + 0.5=gy gP N3ni1 0.7zN1<_G22_; r/cosβ
-0.8n1 0.01n3 :L23 N1gx N1*0.1 + 0.082=gy gP N3ni1 0.71zN1<_G23_; rtanβ
-0.1n1 0.01n3 :L24 0.7gx N1*0.5 + 0.2=gy gP N3ni1 1.59zN1<_G24_; rtanγ/cosβ
-0.8n1 0.01n3 :L25 N1gx N1*0.66 + 0.54=gy gP N3ni1 0.71zN1<_G25_; rtanα
-0.17n1 0.01n3 :L26 0.57gx N1*0.5 + 0.3=gy gP N3ni1 0.13zN1<_G26_; rtanγ/cosβ|
0.58n1 0.01n3 :L27 N1gx N1*-0.5 + 0.65=gy gP N3ni1 0.71zN1<_G27_; r/cosβ_
-0.83n1 0.002n3 :L28 N1+ 0.15=gx N1*-5 - 4=gy gP N3ni1 -0.805zN1<_G28_; 0-r|
-0.82n1 0.01n3 :L29 N1gx N1*0.1 + 0.22=gy gP N3ni1 -0.68zN1<_G29_; rtanβ_
-0.86n1 0.002n3 :L30 N1+ 0.2=gx N1*-5 - 4=gy gP N3ni1 -0.825zN1<_G30_; 0-r|
-0.83n1 0.01n3 :L31 N1gx N1*0.66 + 0.75=gy gP N3ni1 -0.65zN1<_G31_; rtanα_
0.105n1 0.005n3 :L7 2*N1s=n2*N1c - 1.0=gx N2*N1s- 0.01=gy gP N3ni1 0.785zN1<_G7_; α
0.05n1 0.005n3 :L8 3*N1s=n2*N1c - 0.95=gx N2*N1s+ 0=gy gP N3ni1 0.4zN1<_G8_; β
0.75n1 0.01n3 :L9 2*N1s=n2*N1c - 0.88=gx N2*N1s- 0.47=gy gP N3ni1 1.03zN1<_G9_; γ
0.1n1 0.02n3 :L42 0.4*N1s=n2*N1c - 1.0=gx N2*N1s+ 0.8=gy gP N3ni1 0.78zN1<_G42_; 角度α
0.1n1 0.01n3 :L43 0.8*N1s=n2*N1c - 1.0=gx N2*N1s+ 0.55=gy gP N3ni1 0.6zN1<_G43_; 角度β
0.55n1 0.01n3 :L44 0.8*N1s=n2*N1c - 0.8=gx N2*N1s+ 0.5=gy gP N3ni1 0.9zN1<_G44_; 角度γ
0.85n1 0.01n3 :L45 0.8*N1s=n2*N1c - 0.7=gx N2*N1s- 0.4=gy gP N3ni1 1.07zN1<_G45_; 角度θ
gE :: 9gC 0j;立体座標図2
12#PFnSz -0.7gx 1.7gy 0gJ 0j;α
10#PFnSz 0gC -0.88gx 0.85gy 0gJ 0j;β
-0.7gx 0.65gy 0gJ 0j;γ
-0.37gx 0.9gy 0gJ 0j;r
-0.95gx 0.25gy 0gJ 0j;r
-0.2gx 1.13gy 0gJ 0j;r
-0.3gx 0.6gy 0gJ 0j;O
-1.1gx 1.13gy 0gJ 0j;θ
-0.25gx 0.2gy 0gJ 0j;rtanα
0.27gx 0.74gy 0gJ 0j;r/cosβ
0.21gx 0.51gy 0gJ 0j;rtanγ/cosβ
0.75gx 0.6gy 0gJ 0j;r/cosα
0.1gx 1.15gy 0gJ 0j;rtanβ
0.1gx 0.08gy 0gJ
5000#OtCnt E :E
cosγ= (r/cosβ)/(r/cosα) = cosα/cosβ
cosα= cosβcosγ
cosθ = tanβ/tanα
sinθ = (r/cosα)sinγ/rtanα = sinγ/sinα
tanθ = (r/cosβ)tanγ/rtanβ = tanγ/sinβ
3EAG2
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