[代數] nonlinear algebraic equations
Could we obtain "some information" about the profiles of
u=u(x) and v=v(x) satisfying the following equations:
d1*Log u+a1*x+g11*u+g12*v=c1,
d2*Log v+a2*x+g21*u+g22*v=c2,
where d1, d2, a1, -a2,
g11, g12, g21, g22, c1, and c2 are positive constants.
In other words, numerically or implicitly solve the two equations if possible.
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