The geometry of this problem is a quarter section of a dielectric circular pipe with inner radius ri = 4 and outer radiu

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The Geometry Of This Problem Is A Quarter Section Of A Dielectric Circular Pipe With Inner Radius Ri 4 And Outer Radiu 1 (55.37 KiB) Viewed 20 times

The geometry of this problem is a quarter section of a dielectric circular pipe with inner radius ri = 4 and outer radius r. = 6. The length of the pipe is h = 8. The dielectric constant of the pipe is er = 2. The six faces of the pipe section are labeled as A, B, C, D, E, or F as shown in the figure. The electric field intensity inside the pipe is given as D C E = î4z sin(26) + 6r sin(20) – ź12z А Write down the numerical values of the electric field components as observed just outside the pipe on face A at (r, 0, z) = (5, 135°, 8+). E = E = Ex =