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\frac{-2 s \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi )+2 \cos (\varphi )
\sin (\varphi ) \sin ^2(\phi )+2 (\cos (\phi ) \cos (\varphi ) \sin (\theta
)-\cos (\theta ) \sin (\varphi )) (-\cos (\theta ) \cos (\varphi )-\cos
(\phi ) \sin (\theta ) \sin (\varphi ))+2 s (\cos (\phi ) \cos (\varphi )
\sin (\theta )-\cos (\theta ) \sin (\varphi )) (\cos (\theta ) \cos (\varphi
)+\cos (\phi ) \sin (\theta ) \sin (\varphi ))}{2 \left(3 \sin ^2(\theta )
\left(\frac{\text{D3333} \cos ^2(\phi )}{h}+\frac{\text{D1331} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2332} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right) \sin ^2(\phi )-\sin (\theta )
\left(\frac{\text{D1133} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}+\frac{\text{D3131} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}\right) (\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta )
\sin (\varphi )) \sin (\phi )-3 \sin (\theta ) \left(\frac{\text{D1313} \cos
(\phi ) \cos (\varphi ) \sin (\phi )}{h}+\frac{\text{D3311} \cos (\phi )
\cos (\varphi ) \sin (\phi )}{h}\right) (\cos (\phi ) \cos (\varphi ) \sin
(\theta )-\cos (\theta ) \sin (\varphi )) \sin (\phi )-\sin (\theta ) (\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D2233} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}+\frac{\text{D3232} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}\right) \sin (\phi )-3 \sin (\theta ) (\cos (\theta ) \cos (\varphi
)+\cos (\phi ) \sin (\theta ) \sin (\varphi )) \left(\frac{\text{D2323} \cos
(\phi ) \sin (\phi ) \sin (\varphi )}{h}+\frac{\text{D3322} \cos (\phi )
\sin (\phi ) \sin (\varphi )}{h}\right) \sin (\phi )+(\cos (\phi ) \cos
(\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi )) (\cos (\theta )
\cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D1122} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2121} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta )
\sin (\varphi )) (\cos (\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta )
\sin (\varphi )) \left(\frac{\text{D1212} \cos (\varphi ) \sin (\varphi )
\sin ^2(\phi )}{h}+\frac{\text{D2211} \cos (\varphi ) \sin (\varphi ) \sin
^2(\phi )}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos
(\theta ) \sin (\varphi ))^2 \left(\frac{\text{D3113} \cos ^2(\phi
)}{h}+\frac{\text{D1111} \cos ^2(\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2112} \sin ^2(\phi ) \sin ^2(\varphi )}{h}\right)+(\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))^2
\left(\frac{\text{D3223} \cos ^2(\phi )}{h}+\frac{\text{D1221} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2222} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right)\right)}-\frac{\left(-\cos ^2(\varphi ) \sin ^2(\phi
)-s \sin ^2(\varphi ) \sin ^2(\phi )+(\cos (\phi ) \cos (\varphi ) \sin
(\theta )-\cos (\theta ) \sin (\varphi ))^2+s (\cos (\theta ) \cos (\varphi
)+\cos (\phi ) \sin (\theta ) \sin (\varphi ))^2\right) \left(3 \sin
^2(\theta ) \left(\frac{2 \text{D2332} \cos (\varphi ) \sin ^2(\phi ) \sin
(\varphi )}{h}-\frac{2 \text{D1331} \cos (\varphi ) \sin ^2(\phi ) \sin
(\varphi )}{h}\right) \sin ^2(\phi )-\sin (\theta ) \left(\frac{\text{D1133}
\cos (\phi ) \cos (\varphi ) \sin (\phi )}{h}+\frac{\text{D3131} \cos (\phi
) \cos (\varphi ) \sin (\phi )}{h}\right) (-\cos (\theta ) \cos (\varphi
)-\cos (\phi ) \sin (\theta ) \sin (\varphi )) \sin (\phi )-3 \sin (\theta )
\left(\frac{\text{D1313} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}+\frac{\text{D3311} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}\right) (-\cos (\theta ) \cos (\varphi )-\cos (\phi ) \sin (\theta )
\sin (\varphi )) \sin (\phi )-\sin (\theta ) \left(\frac{\text{D2233} \cos
(\phi ) \cos (\varphi ) \sin (\phi )}{h}+\frac{\text{D3232} \cos (\phi )
\cos (\varphi ) \sin (\phi )}{h}\right) (\cos (\theta ) \cos (\varphi )+\cos
(\phi ) \sin (\theta ) \sin (\varphi )) \sin (\phi )-3 \sin (\theta )
\left(\frac{\text{D2323} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}+\frac{\text{D3322} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}\right) (\cos (\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta )
\sin (\varphi )) \sin (\phi )-\sin (\theta ) (\cos (\phi ) \cos (\varphi )
\sin (\theta )-\cos (\theta ) \sin (\varphi )) \left(-\frac{\text{D1133}
\cos (\phi ) \sin (\phi ) \sin (\varphi )}{h}-\frac{\text{D3131} \cos (\phi
) \sin (\phi ) \sin (\varphi )}{h}\right) \sin (\phi )-\sin (\theta ) (\cos
(\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi ))
\left(\frac{\text{D2233} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}+\frac{\text{D3232} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}\right) \sin (\phi )-3 \sin (\theta ) (\cos (\phi ) \cos (\varphi )
\sin (\theta )-\cos (\theta ) \sin (\varphi )) \left(-\frac{\text{D1313}
\cos (\phi ) \sin (\phi ) \sin (\varphi )}{h}-\frac{\text{D3311} \cos (\phi
) \sin (\phi ) \sin (\varphi )}{h}\right) \sin (\phi )-3 \sin (\theta )
(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi ))
\left(\frac{\text{D2323} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}+\frac{\text{D3322} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}\right) \sin (\phi )+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos
(\theta ) \sin (\varphi ))^2 \left(\frac{2 \text{D2112} \cos (\varphi ) \sin
^2(\phi ) \sin (\varphi )}{h}-\frac{2 \text{D1111} \cos (\varphi ) \sin
^2(\phi ) \sin (\varphi )}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin
(\theta )-\cos (\theta ) \sin (\varphi ))^2 \left(\frac{\text{D1122} \cos
(\varphi ) \sin (\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2121} \cos
(\varphi ) \sin (\varphi ) \sin ^2(\phi )}{h}\right)+(-\cos (\theta ) \cos
(\varphi )-\cos (\phi ) \sin (\theta ) \sin (\varphi )) (\cos (\theta ) \cos
(\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D1122} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2121} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta )
\sin (\varphi ))^2 \left(\frac{\text{D1212} \cos (\varphi ) \sin (\varphi )
\sin ^2(\phi )}{h}+\frac{\text{D2211} \cos (\varphi ) \sin (\varphi ) \sin
^2(\phi )}{h}\right)+(-\cos (\theta ) \cos (\varphi )-\cos (\phi ) \sin
(\theta ) \sin (\varphi )) (\cos (\theta ) \cos (\varphi )+\cos (\phi ) \sin
(\theta ) \sin (\varphi )) \left(\frac{\text{D1212} \cos (\varphi ) \sin
(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2211} \cos (\varphi ) \sin
(\varphi ) \sin ^2(\phi )}{h}\right)+(\cos (\theta ) \cos (\varphi )+\cos
(\phi ) \sin (\theta ) \sin (\varphi ))^2 \left(\frac{2 \text{D2222} \cos
(\varphi ) \sin ^2(\phi ) \sin (\varphi )}{h}-\frac{2 \text{D1221} \cos
(\varphi ) \sin ^2(\phi ) \sin (\varphi )}{h}\right)+2 (\cos (\phi ) \cos
(\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi )) (-\cos (\theta )
\cos (\varphi )-\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D3113} \cos ^2(\phi )}{h}+\frac{\text{D1111} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2112} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos
(\theta ) \sin (\varphi )) (\cos (\theta ) \cos (\varphi )+\cos (\phi ) \sin
(\theta ) \sin (\varphi )) \left(\frac{\text{D1122} \cos ^2(\varphi ) \sin
^2(\phi )}{h}+\frac{\text{D2121} \cos ^2(\varphi ) \sin ^2(\phi
)}{h}-\frac{\text{D1122} \sin ^2(\varphi ) \sin ^2(\phi
)}{h}-\frac{\text{D2121} \sin ^2(\varphi ) \sin ^2(\phi )}{h}\right)+(\cos
(\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi )) (\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D1212} \cos ^2(\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2211} \cos ^2(\varphi ) \sin ^2(\phi
)}{h}-\frac{\text{D1212} \sin ^2(\varphi ) \sin ^2(\phi
)}{h}-\frac{\text{D2211} \sin ^2(\varphi ) \sin ^2(\phi )}{h}\right)+2 (\cos
(\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi )) (\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D3223} \cos ^2(\phi )}{h}+\frac{\text{D1221} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2222} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right)\right)}{2 \left(3 \sin ^2(\theta )
\left(\frac{\text{D3333} \cos ^2(\phi )}{h}+\frac{\text{D1331} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2332} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right) \sin ^2(\phi )-\sin (\theta )
\left(\frac{\text{D1133} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}+\frac{\text{D3131} \cos (\phi ) \cos (\varphi ) \sin (\phi
)}{h}\right) (\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta )
\sin (\varphi )) \sin (\phi )-3 \sin (\theta ) \left(\frac{\text{D1313} \cos
(\phi ) \cos (\varphi ) \sin (\phi )}{h}+\frac{\text{D3311} \cos (\phi )
\cos (\varphi ) \sin (\phi )}{h}\right) (\cos (\phi ) \cos (\varphi ) \sin
(\theta )-\cos (\theta ) \sin (\varphi )) \sin (\phi )-\sin (\theta ) (\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D2233} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}+\frac{\text{D3232} \cos (\phi ) \sin (\phi ) \sin (\varphi
)}{h}\right) \sin (\phi )-3 \sin (\theta ) (\cos (\theta ) \cos (\varphi
)+\cos (\phi ) \sin (\theta ) \sin (\varphi )) \left(\frac{\text{D2323} \cos
(\phi ) \sin (\phi ) \sin (\varphi )}{h}+\frac{\text{D3322} \cos (\phi )
\sin (\phi ) \sin (\varphi )}{h}\right) \sin (\phi )+(\cos (\phi ) \cos
(\varphi ) \sin (\theta )-\cos (\theta ) \sin (\varphi )) (\cos (\theta )
\cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))
\left(\frac{\text{D1122} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2121} \cos (\varphi ) \sin (\varphi ) \sin ^2(\phi
)}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos (\theta )
\sin (\varphi )) (\cos (\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta )
\sin (\varphi )) \left(\frac{\text{D1212} \cos (\varphi ) \sin (\varphi )
\sin ^2(\phi )}{h}+\frac{\text{D2211} \cos (\varphi ) \sin (\varphi ) \sin
^2(\phi )}{h}\right)+(\cos (\phi ) \cos (\varphi ) \sin (\theta )-\cos
(\theta ) \sin (\varphi ))^2 \left(\frac{\text{D3113} \cos ^2(\phi
)}{h}+\frac{\text{D1111} \cos ^2(\varphi ) \sin ^2(\phi
)}{h}+\frac{\text{D2112} \sin ^2(\phi ) \sin ^2(\varphi )}{h}\right)+(\cos
(\theta ) \cos (\varphi )+\cos (\phi ) \sin (\theta ) \sin (\varphi ))^2
\left(\frac{\text{D3223} \cos ^2(\phi )}{h}+\frac{\text{D1221} \cos
^2(\varphi ) \sin ^2(\phi )}{h}+\frac{\text{D2222} \sin ^2(\phi ) \sin
^2(\varphi )}{h}\right)\right)^2}
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変換
正常に処理されました
使用できないTeXコマンドがありました
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20180704_131445
http://www.mech.tohoku-gakuin.ac.jp/rde/contents/library/ps2img/eqn2gif_online.html
Wed Jul 4 13:14:51 2018