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Optimizing Multivariable equations simultaneoulsy
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I have 4 equations as shown below, with 4 known constants A0 B0 A1 and B2, and 9 unknown constants g, S, eS, tn, OCF, N, Nt, tp, tn. is there any way I can optimize these four equations simultaneously to obtain the 9 unkowns ?? if not what are my options
A0 = g*(S/(1+eS)) + 1/tn - OCF*g(N-Nt)*(1/(1+eS).^2) + 1/tp
B0 = g*(S/(1+eS))*1/tp + (Be-1)*(OCF*g/tn)*(1/(1+eS).^2) + 1/(tn*tp)
A1 = g*(S/(1+eS)) + 1/tn - OCF*g(N-Nt)*(1/(1+eS).^2) + 1/tp
B2 = g*(S/(1+eS))*1/tp + (Be-1)*(OCF*g/tn)*(1/(1+eS).^2) + 1/(tn*tp)
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