Consider the high temperature diffusion of arsenic at 1619°c for 290 hours into a semi-infinite solid cylinder of pure silicon having a radius r=810 e-6 m. assume values of do = 0.218 cm2/s, q = 332.2 kj/mole, r = 8.314 j/mole-k and a surface concentration 6e18 atoms/cm3. determine the concentration at the ten (10) equally spaced distances from the surface listed below.
a)cx(@x0=0.0? r) = cx0= b)cx(@x1=0.1? r) = cx1= c)-cx(@x2=0.2? r) = cx2=
d)-cx(@x3=0.3? r) = cx3= e)cx(@x4=0.4? r) = cx4= f)-cx(@x5=0.5? r) = cx5=
g)-cx(@x6=0.6? r) = cx6= h)-cx(@x7=0.7? r) = cx7= i)-cx(@x8=0.8? r) = cx8=
j)-cx(@x9=0.9? r) = cx9= k)-cx(@x10=1.0? r) = cx10=