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Complex triple differential problem... I need to solve for time t. Need help getting rid of one of the differentials Constants: Cp, rho, k, q Boundaries: T(298.15, 423.15); r(0, 0.0125); t(0,t)
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\[\rho C_p{dT \over dt}=k[{1 \over r^2}{d \over dr}(r^2{dT \over dr})]+\rho q\]
I'm just looking for a tip of how to get it to just two differentials
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