1 Mozilla/5.0 (Windows NT 10.0; WOW64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/74.0.3729.172 Safari/537.36 Vivaldi/2.5.1525.48 /rde/contents/library/ps2img/cgi-bin/eqn2gif.cgi 157.118.206.41 1560677659 2019/06/16 18:34:19 \left( \begin{array}{ccccccccc} \frac{\text{Jm1} \left(3-\frac{\text{Ks1} \text{R11} \text{Ts}^2}{\text{Jl1} K}\right)-\frac{\text{Ks1} \text{Ts}^2}{\text{Rg1}^2}}{\text{Kt1} \text{Ts}} & \frac{\frac{\text{Jm1} \text{Ks1} \text{R11} \text{Rg1}^2 \text{Ts}^4}{\text{Jl1} K}+\text{Ks1} \text{Ts}^4-3 \text{Jm1} \text{Rg1}^2 \text{Ts}^2+\frac{\text{Jl1} \text{Jm1} K (\text{R23} \text{R32}-\text{R22} \text{R33}) \text{Rg1}^2}{\text{Ks1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33})}}{\text{Kt1} \text{Rg1} \text{Ts}^3} & \frac{\frac{\text{Jm1} \text{Ks1} \text{R11} \text{Rg1}^2}{\text{Jl1} K}-\frac{2 \text{Jm1} \text{Rg1}^2}{\text{Ts}^2}+\text{Ks1}}{\text{Kt1} \text{Rg1}} & -\frac{\text{Jm1} \text{Ks2} \text{R12} \text{Rg1} \text{Ts}}{\text{Jl2} K \text{Kt1} \text{Rg2}} & -\frac{\text{Jm1} \text{Rg1} \left(\text{Ks1} \text{Ks2} \text{R12} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^4+\text{Jl1} \text{Jl2} K^2 (\text{R13} \text{R32}-\text{R12} \text{R33})\right)}{\text{Jl2} K \text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & \frac{\text{Jm1} \text{Ks2} \text{R12} \text{Rg1}}{\text{Jl2} K \text{Kt1}} & -\frac{\text{Jm1} \text{Ks3} \text{R13} \text{Rg1} \text{Ts}}{\text{Jl3} K \text{Kt1} \text{Rg3}} & \frac{\text{Jm1} \text{Rg1} \left(\frac{\text{Ks3} \text{R13} \text{Ts}^4}{\text{Jl3}}+\frac{\text{Jl1} K^2 (\text{R13} \text{R22}-\text{R12} \text{R23})}{\text{Ks1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33})}\right)}{K \text{Kt1} \text{Ts}^3} & \frac{\text{Jm1} \text{Ks3} \text{R13} \text{Rg1}}{\text{Jl3} K \text{Kt1}} \\ \frac{\frac{\text{Ks1} \text{Ts}^2}{\text{Rg1}^2}+\text{Jm1} \left(\frac{\text{Ks1} \text{R11} \text{Ts}^2}{\text{Jl1} K}-3\right)}{\text{Kt1} \text{Ts}} & \frac{\text{Jm1} \text{Ks1}^2 \text{R11} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg1}^2 \text{Ts}^4+\text{Jl1} K \text{Ks1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \left(4 \text{Jm1} \text{Rg1}^2-\text{Ks1} \text{Ts}^2\right) \text{Ts}^2-\text{Jl1}^2 K^2 (\text{R23} \text{R32}-\text{R22} \text{R33}) \left(2 \text{Jm1} \text{Rg1}^2-\text{Ks1} \text{Ts}^2\right)}{\text{Jl1} K \text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg1} \text{Ts}^3} & \frac{\frac{3 \text{Jm1} \text{Rg1}^2}{\text{Ts}^2}+\left(-\frac{\text{Jm1} \text{R11} \text{Rg1}^2}{\text{Jl1} K}-1\right) \text{Ks1}}{\text{Kt1} \text{Rg1}} & \frac{\text{Jm1} \text{Ks2} \text{R12} \text{Rg1} \text{Ts}}{\text{Jl2} K \text{Kt1} \text{Rg2}} & \frac{\text{Jm1} \text{Ks1} \text{Ks2} \text{R12} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg1}^2 \text{Ts}^4+\text{Jl1} \text{Jl2} K^2 (\text{R13} \text{R32}-\text{R12} \text{R33}) \left(2 \text{Jm1} \text{Rg1}^2-\text{Ks1} \text{Ts}^2\right)}{\text{Jl2} K \text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg1} \text{Ts}^3} & -\frac{\text{Jm1} \text{Ks2} \text{R12} \text{Rg1}}{\text{Jl2} K \text{Kt1}} & \frac{\text{Jm1} \text{Ks3} \text{R13} \text{Rg1} \text{Ts}}{\text{Jl3} K \text{Kt1} \text{Rg3}} & \frac{\text{Jm1} \text{Ks1} \text{Ks3} \text{R13} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg1}^2 \text{Ts}^4-\text{Jl1} \text{Jl3} K^2 (\text{R13} \text{R22}-\text{R12} \text{R23}) \left(2 \text{Jm1} \text{Rg1}^2-\text{Ks1} \text{Ts}^2\right)}{\text{Jl3} K \text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg1} \text{Ts}^3} & -\frac{\text{Jm1} \text{Ks3} \text{R13} \text{Rg1}}{\text{Jl3} K \text{Kt1}} \\ \frac{\text{Jm1}}{\text{Kt1} \text{Ts}} & \frac{\text{Jm1} \text{Rg1} \left(\text{Ks1} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^2+\text{Jl1} K (\text{R23} \text{R32}-\text{R22} \text{R33})\right)}{\text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & -\frac{\text{Jm1} \text{Rg1}}{\text{Kt1} \text{Ts}^2} & 0 & -\frac{\text{Jl1} \text{Jm1} K (\text{R13} \text{R32}-\text{R12} \text{R33}) \text{Rg1}}{\text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 & 0 & \frac{\text{Jl1} \text{Jm1} K (\text{R13} \text{R22}-\text{R12} \text{R23}) \text{Rg1}}{\text{Ks1} \text{Kt1} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 \\ -\frac{\text{Jm2} \text{Ks1} \text{R21} \text{Rg2} \text{Ts}}{\text{Jl1} K \text{Kt2} \text{Rg1}} & -\frac{\text{Jm2} \text{Rg2} \left(\text{Ks1} \text{Ks2} \text{R21} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^4+\text{Jl1} \text{Jl2} K^2 (\text{R23} \text{R31}-\text{R21} \text{R33})\right)}{\text{Jl1} K \text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & \frac{\text{Jm2} \text{Ks1} \text{R21} \text{Rg2}}{\text{Jl1} K \text{Kt2}} & \frac{\text{Jm2} \left(3-\frac{\text{Ks2} \text{R22} \text{Ts}^2}{\text{Jl2} K}\right)-\frac{\text{Ks2} \text{Ts}^2}{\text{Rg2}^2}}{\text{Kt2} \text{Ts}} & \frac{\frac{\text{Jm2} \text{Ks2} \text{R22} \text{Rg2}^2 \text{Ts}^4}{\text{Jl2} K}+\text{Ks2} \text{Ts}^4-3 \text{Jm2} \text{Rg2}^2 \text{Ts}^2+\frac{\text{Jl2} \text{Jm2} K (\text{R13} \text{R31}-\text{R11} \text{R33}) \text{Rg2}^2}{\text{Ks2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33})}}{\text{Kt2} \text{Rg2} \text{Ts}^3} & \frac{\frac{\text{Jm2} \text{Ks2} \text{R22} \text{Rg2}^2}{\text{Jl2} K}-\frac{2 \text{Jm2} \text{Rg2}^2}{\text{Ts}^2}+\text{Ks2}}{\text{Kt2} \text{Rg2}} & -\frac{\text{Jm2} \text{Ks3} \text{R23} \text{Rg2} \text{Ts}}{\text{Jl3} K \text{Kt2} \text{Rg3}} & -\frac{\text{Jm2} \text{Rg2} \left(\text{Ks2} \text{Ks3} \text{R23} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^4+\text{Jl2} \text{Jl3} K^2 (\text{R13} \text{R21}-\text{R11} \text{R23})\right)}{\text{Jl3} K \text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & \frac{\text{Jm2} \text{Ks3} \text{R23} \text{Rg2}}{\text{Jl3} K \text{Kt2}} \\ \frac{\text{Jm2} \text{Ks1} \text{R21} \text{Rg2} \text{Ts}}{\text{Jl1} K \text{Kt2} \text{Rg1}} & \frac{\text{Jm2} \text{Ks1} \text{Ks2} \text{R21} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg2}^2 \text{Ts}^4+\text{Jl1} \text{Jl2} K^2 (\text{R23} \text{R31}-\text{R21} \text{R33}) \left(2 \text{Jm2} \text{Rg2}^2-\text{Ks2} \text{Ts}^2\right)}{\text{Jl1} K \text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg2} \text{Ts}^3} & -\frac{\text{Jm2} \text{Ks1} \text{R21} \text{Rg2}}{\text{Jl1} K \text{Kt2}} & \frac{\frac{\text{Ks2} \text{Ts}^2}{\text{Rg2}^2}+\text{Jm2} \left(\frac{\text{Ks2} \text{R22} \text{Ts}^2}{\text{Jl2} K}-3\right)}{\text{Kt2} \text{Ts}} & \frac{\text{Jm2} \text{Ks2}^2 \text{R22} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg2}^2 \text{Ts}^4+\text{Jl2} K \text{Ks2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \left(4 \text{Jm2} \text{Rg2}^2-\text{Ks2} \text{Ts}^2\right) \text{Ts}^2-\text{Jl2}^2 K^2 (\text{R13} \text{R31}-\text{R11} \text{R33}) \left(2 \text{Jm2} \text{Rg2}^2-\text{Ks2} \text{Ts}^2\right)}{\text{Jl2} K \text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg2} \text{Ts}^3} & \frac{\frac{3 \text{Jm2} \text{Rg2}^2}{\text{Ts}^2}+\left(-\frac{\text{Jm2} \text{R22} \text{Rg2}^2}{\text{Jl2} K}-1\right) \text{Ks2}}{\text{Kt2} \text{Rg2}} & \frac{\text{Jm2} \text{Ks3} \text{R23} \text{Rg2} \text{Ts}}{\text{Jl3} K \text{Kt2} \text{Rg3}} & \frac{\text{Jm2} \text{Ks2} \text{Ks3} \text{R23} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg2}^2 \text{Ts}^4+\text{Jl2} \text{Jl3} K^2 (\text{R13} \text{R21}-\text{R11} \text{R23}) \left(2 \text{Jm2} \text{Rg2}^2-\text{Ks2} \text{Ts}^2\right)}{\text{Jl3} K \text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg2} \text{Ts}^3} & -\frac{\text{Jm2} \text{Ks3} \text{R23} \text{Rg2}}{\text{Jl3} K \text{Kt2}} \\ 0 & \frac{\text{Jl2} \text{Jm2} K (\text{R21} \text{R33}-\text{R23} \text{R31}) \text{Rg2}}{\text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 & \frac{\text{Jm2}}{\text{Kt2} \text{Ts}} & \frac{\text{Jm2} \text{Rg2} \left(\text{Ks2} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^2+\text{Jl2} K (\text{R13} \text{R31}-\text{R11} \text{R33})\right)}{\text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & -\frac{\text{Jm2} \text{Rg2}}{\text{Kt2} \text{Ts}^2} & 0 & -\frac{\text{Jl2} \text{Jm2} K (\text{R13} \text{R21}-\text{R11} \text{R23}) \text{Rg2}}{\text{Ks2} \text{Kt2} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 \\ -\frac{\text{Jm3} \text{Ks1} \text{R31} \text{Rg3} \text{Ts}}{\text{Jl1} K \text{Kt3} \text{Rg1}} & \frac{\text{Jm3} \text{Rg3} \left(\frac{\text{Ks1} \text{R31} \text{Ts}^4}{\text{Jl1}}+\frac{\text{Jl3} K^2 (\text{R22} \text{R31}-\text{R21} \text{R32})}{\text{Ks3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33})}\right)}{K \text{Kt3} \text{Ts}^3} & \frac{\text{Jm3} \text{Ks1} \text{R31} \text{Rg3}}{\text{Jl1} K \text{Kt3}} & -\frac{\text{Jm3} \text{Ks2} \text{R32} \text{Rg3} \text{Ts}}{\text{Jl2} K \text{Kt3} \text{Rg2}} & -\frac{\text{Jm3} \text{Rg3} \left(\text{Ks2} \text{Ks3} \text{R32} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^4+\text{Jl2} \text{Jl3} K^2 (\text{R12} \text{R31}-\text{R11} \text{R32})\right)}{\text{Jl2} K \text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & \frac{\text{Jm3} \text{Ks2} \text{R32} \text{Rg3}}{\text{Jl2} K \text{Kt3}} & \frac{\text{Jm3} \left(3-\frac{\text{Ks3} \text{R33} \text{Ts}^2}{\text{Jl3} K}\right)-\frac{\text{Ks3} \text{Ts}^2}{\text{Rg3}^2}}{\text{Kt3} \text{Ts}} & \frac{\frac{\text{Jm3} \text{Ks3} \text{R33} \text{Rg3}^2 \text{Ts}^4}{\text{Jl3} K}+\text{Ks3} \text{Ts}^4-3 \text{Jm3} \text{Rg3}^2 \text{Ts}^2+\frac{\text{Jl3} \text{Jm3} K (\text{R12} \text{R21}-\text{R11} \text{R22}) \text{Rg3}^2}{\text{Ks3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33})}}{\text{Kt3} \text{Rg3} \text{Ts}^3} & \frac{\frac{\text{Jm3} \text{Ks3} \text{R33} \text{Rg3}^2}{\text{Jl3} K}-\frac{2 \text{Jm3} \text{Rg3}^2}{\text{Ts}^2}+\text{Ks3}}{\text{Kt3} \text{Rg3}} \\ \frac{\text{Jm3} \text{Ks1} \text{R31} \text{Rg3} \text{Ts}}{\text{Jl1} K \text{Kt3} \text{Rg1}} & \frac{\text{Jm3} \text{Ks1} \text{Ks3} \text{R31} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg3}^2 \text{Ts}^4-\text{Jl1} \text{Jl3} K^2 (\text{R22} \text{R31}-\text{R21} \text{R32}) \left(2 \text{Jm3} \text{Rg3}^2-\text{Ks3} \text{Ts}^2\right)}{\text{Jl1} K \text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg3} \text{Ts}^3} & -\frac{\text{Jm3} \text{Ks1} \text{R31} \text{Rg3}}{\text{Jl1} K \text{Kt3}} & \frac{\text{Jm3} \text{Ks2} \text{R32} \text{Rg3} \text{Ts}}{\text{Jl2} K \text{Kt3} \text{Rg2}} & \frac{\text{Jm3} \text{Ks2} \text{Ks3} \text{R32} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg3}^2 \text{Ts}^4+\text{Jl2} \text{Jl3} K^2 (\text{R12} \text{R31}-\text{R11} \text{R32}) \left(2 \text{Jm3} \text{Rg3}^2-\text{Ks3} \text{Ts}^2\right)}{\text{Jl2} K \text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg3} \text{Ts}^3} & -\frac{\text{Jm3} \text{Ks2} \text{R32} \text{Rg3}}{\text{Jl2} K \text{Kt3}} & \frac{\frac{\text{Ks3} \text{Ts}^2}{\text{Rg3}^2}+\text{Jm3} \left(\frac{\text{Ks3} \text{R33} \text{Ts}^2}{\text{Jl3} K}-3\right)}{\text{Kt3} \text{Ts}} & \frac{\text{Jm3} \text{Ks3}^2 \text{R33} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Rg3}^2 \text{Ts}^4+\text{Jl3} K \text{Ks3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \left(4 \text{Jm3} \text{Rg3}^2-\text{Ks3} \text{Ts}^2\right) \text{Ts}^2-\text{Jl3}^2 K^2 (\text{R12} \text{R21}-\text{R11} \text{R22}) \left(2 \text{Jm3} \text{Rg3}^2-\text{Ks3} \text{Ts}^2\right)}{\text{Jl3} K \text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Rg3} \text{Ts}^3} & \frac{\frac{3 \text{Jm3} \text{Rg3}^2}{\text{Ts}^2}+\left(-\frac{\text{Jm3} \text{R33} \text{Rg3}^2}{\text{Jl3} K}-1\right) \text{Ks3}}{\text{Kt3} \text{Rg3}} \\ 0 & \frac{\text{Jl3} \text{Jm3} K (\text{R22} \text{R31}-\text{R21} \text{R32}) \text{Rg3}}{\text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 & 0 & -\frac{\text{Jl3} \text{Jm3} K (\text{R12} \text{R31}-\text{R11} \text{R32}) \text{Rg3}}{\text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & 0 & \frac{\text{Jm3}}{\text{Kt3} \text{Ts}} & \frac{\text{Jm3} \text{Rg3} \left(\text{Ks3} (-\text{R13} \text{R22} \text{R31}+\text{R12} \text{R23} \text{R31}+\text{R13} \text{R21} \text{R32}-\text{R11} \text{R23} \text{R32}-\text{R12} \text{R21} \text{R33}+\text{R11} \text{R22} \text{R33}) \text{Ts}^2+\text{Jl3} K (\text{R12} \text{R21}-\text{R11} \text{R22})\right)}{\text{Ks3} \text{Kt3} (\text{R13} \text{R22} \text{R31}-\text{R12} \text{R23} \text{R31}-\text{R13} \text{R21} \text{R32}+\text{R11} \text{R23} \text{R32}+\text{R12} \text{R21} \text{R33}-\text{R11} \text{R22} \text{R33}) \text{Ts}^3} & -\frac{\text{Jm3} \text{Rg3}}{\text{Kt3} \text{Ts}^2} \\ \end{array} \right) 使えるLaTeXコマンド一覧 3 <IMG SRC="../cgi-cache/20190616_183357.gif"> 変換 現在使用可能なLaTeXコマンド一覧 \! \& \, \Cal \Cph \Cps \Cth \Delta \Gamma \Im \LaTeX \LaTeXe \Lambda \Mqqa \Mqqb \Mss \Mtt \Omega \Phi \Pi \Pr \Psi \Re \Sal \Sigma \Sph \Sps \Sth \TeX \Theta \Upsilon \Vq \Vs \Vt \Xi \_ \acute \alpha \angle \arccos \arcsin \arctan \arg \ast \backslash \bar \beta \breve \cal \cap \cdot \cdot \cdots \check \chi \circ \clubsuit \cong \cos \cosh \cot \coth \cph \cps \csc \cth \cup \ddot \ddots \deg \delta \det \diamondsuit \dim \displaystyle \div \dot \epsilon \equiv \eta \exists \exp \flat \forall \frac \gamma \gcd \geq \gg \grave \hat \heartsuit \hline \hom \hspace \inf \int \iota \kappa \ker \lambda \ldots \left \leftarrow \leftrightarrow \leq \lg \lim \liminf \limsup \ll \ln \log \mathrm \mathstrut \max \mbox \min \mp \mu \natural \neq \nonumber \not \nu \o \omega \overline \overrightarrow \par \partial \phi \pi \pm \psi \raisebox \rho \right \rightarrow \rm \sal \seq \sharp \sigma \sim \simeq \sin \sinh \spadesuit \sph \sps \sqrt \sth \subset \sum \sup \supset \surd \tan \tanh \tau \theta \tilde \times \triangle \underline \upsilon \varepsilon \varpi \varpsi \varrho \varsigma \vartheta \vdots \vec \vect \vee \vspace \wedge \widetilde \xi \zeta \{ \} \begin{array} \end{array} \begin{tabular} \end{tabular} 20190616_183357 http://www.mech.tohoku-gakuin.ac.jp/rde/contents/library/ps2img/eqn2gif_online.html Sun Jun 16 18:34:19 2019