I have considered first ten positive roots of Beta's and gamma's. final equation is in the form of T(x,r,t)= ∑ ∑(m=1 to ∞)(n=1 to ∞) e(- α(βm^2+γn^2)t Cmn A(βm,x)B( γn,r). I can find the values of Cmn,A and B by the roots and putting values of material's properties, but how can i graphically illustrate the temperature distribution?