4.4 e
Y1
P(x,y,2) 0
X1
0 – z
0 21
Using the discrete summation solution in MATLAB of the integral form of
Coulomb’s Law with discrete charges AQ from the surface charge density ps and
surface area AS, determine the resulting E at a point P(x,y,z) as shown.
dQ
E = 1-2 an
411 so R
AQ AS
E=Z zaRzz pg zaR
411 so R 411 so R
The point P(x,y,z) should be entered as a variable for x, y, and 2 should range
from:
