Find the potential V(x, y) = X(x)Y(y) in a source-free region if 5 1 d’x(x) (k2 = 0 k2 > 0 = k 2 where k2 can take any v
Posted: Mon May 02, 2022 2:30 pm
I have my exams tommorow, kindly help solving both the questions
Find the potential V(x, y) = X(x)Y(y) in a source-free region if 5 1 d’x(x) (k2 = 0 k2 > 0 = k 2 where k2 can take any value i.e. X(x) dx2 (k² <o
3 Region 1, for which &r1 = 2, is defined by z > 0 and region 2, z < 0, has Er2 = 5. It is given that Ē2 = 3â, – 4ây + 5ây. Find where 61 is the angle between the electric field in region 1 and the boundary interface at z = 0.
Find the potential V(x, y) = X(x)Y(y) in a source-free region if 5 1 d’x(x) (k2 = 0 k2 > 0 = k 2 where k2 can take any value i.e. X(x) dx2 (k² <o
3 Region 1, for which &r1 = 2, is defined by z > 0 and region 2, z < 0, has Er2 = 5. It is given that Ē2 = 3â, – 4ây + 5ây. Find where 61 is the angle between the electric field in region 1 and the boundary interface at z = 0.