Objective of the program is to solve for the steady state voltage

distribution of the inside region of a microstrip and then using that obtain

the electric field distribution in the region using quiver plot. The

microstrip comprises of a region given by 0<x<7 units and 0<y<2 units in

the coordinate system bounded by four capacitor plates on all the sides

of the region. The region comprises of a material with relative permittivity

1 from 0<y<1 units and a material of relative permittivity 9.6 from 1<y<2 units.

The microstrip extends indefinitely in the z-direction. The sides of the region

are given Dirichlet boundary condition. A horizontal microstrip line is placed

at the center of the region. The microstrip is excited with a voltage of 1 Volt

and all surrounding plates are maintained at 0 Volts. -Objective of the program is to solve for the steady state voltage

　distribution of the inside region of a microstrip and then using that obtain

　the electric field distribution in the region using quiver plot. The

　microstrip comprises of a region given by 0<x<7 units and 0<y<2 units in

　the coordinate system bounded by four capacitor plates on all the sides

　of the region. The region comprises of a material with relative permittivity

　1 from 0<y<1 units and a material of relative permittivity 9.6 from 1<y<2 units.

　The microstrip extends indefinitely in the z-direction. The sides of the region

　are given Dirichlet boundary condition. A horizontal microstrip line is placed

　at the center of the region. The microstrip is excited with a voltage of 1 Volt

　and all surrounding plates are maintained at 0 Volts.