Hi,
today I had to solve some function for my chemical kinetics class, so
I tried it in sympy first and I was surprised it just worked:
In [1]: var("E R T A beta")
Out[1]: (E, R, T, A, β)
In [2]: eq = Eq(E/(R*T**2), A/beta * exp(-E/(R*T)))
In [3]: eq
Out[3]:
-E
───
R⋅T
E A⋅ℯ
──── = ──────
2 β
R⋅T
In [4]: solve(eq, E)
Out[4]:
⎡ ⎛A⋅T⎞⎤
⎢R⋅T⋅LambertW⎜───⎟⎥
⎣ ⎝ β ⎠⎦
or if you don't use fixed width fonts:
In [5]: print eq
E/(R*T**2) == A*exp(-E/(R*T))/beta
In [6]: print solve(eq, E)
[R*T*LambertW(A*T/beta)]
And then Sage:
sage: var("E R T A beta")
(E, R, T, A, beta)
sage: eq = (E/(R*T**2) == A/beta * exp(-E/(R*T)))
sage: eq
E/(R*T^2) == A*e^(-(E/(R*T)))/beta
sage: solve(eq, E)
[E == A*R*T^2*e^(-(E/(R*T)))/beta]
So it seems Maxima can't do it. Nor sympy in Sage though for some
reason, even though sympy 0.6.3 outside sage can do it, so it shows
some sage <-> sympy conversion bug. After we release 0.6.4, I'll look
into that, in the meantime I created an issue for it:
http://code.google.com/p/sympy/issues/detail?id=1353
Ondrej
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