Answer Happy

DA DUE May 4DEC LOCAT 2(al 45 Consider a thin rod of langth 1 containing a saing solution. Thalaft and pant is placed in a anga saline path of concentration 1. The right expont is placed in a large bath of freshwater concentration. The concentration a sats the following in ta valve problem. Bu 8 - 2 01 40 ar 021 Note that the diffusion constant is 2 In this problem Identy the boundary cendbons. Enter the value it snow, se enter UNK nown Su Fort 0, 0,- 82 1 LINK Ju Fort0,(1,8)= For > D (1.- 3 ✓ UNK V What is the steady state solution particuar scluda) (2), the solution defined by (.) () at 7 We(x) = KONY MOTHER 2(b) Q Use superacion to write (,)-(10) + ax (20,1)) Find the boundary conditions catisfied by ay and then use separation of variables (x,t) (2) (t) to fire t am fa. Cu 2 PDE Y F1,2,3 For k=1,2.3, (i)- Fa 1,2,3,...) TOMAANTI CU zíci po Find the inta condenu (z.). (₂0) FOR THER 2rd) 2 Find the spamprit paricdlc extension to (2, 1) to acabe to save for the Fourier coefficients the (20) - Σrum (1), Cant: You can use superposition of two known imsrustee) Founesenes to crea Enter the costlicet es berw For, - Submit Sutani Sm FORMULA NAUTIELP Steemit