pancho_hideboo
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DoYouLinux wrote on May 27th, 2010, 6:43am:After I repeat the simulation in ADS again, I got correct results. Have you truely come to be able to understand calculation of "Γ in_corrected" in Case-2 without using "stos()" ? [Case-1] S_Z 01_Z L=stos(S_Z 01_Z 02, {Z 01,Z 02}, {Z 01,Z L}) S_Z 01_Z L(1,1) == Γ in=(Z in-conj(Z 01))/(Z in+Z 01) [Case-2] S_Z s_Z L=stos(S_Z 01_Z 02, {Z 01,Z 02}, {Z s,Z L}) S_Z s_Z L(1,1) != Γ in=(Z in-conj(Z 01))/(Z in+Z 01) S_Z s_Z L(1,1) == Γ in_corrected=(Z in-conj(Z s))/(Z in+Z s)
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