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10- A current filament of 3a, A lies along the x axis. Find H in cartesian components at P(-1,3,2): We use the Biot-Savart law, IdL H=f1d1 x ag 4T R² where IdL=3dxa,, ag=[-(1+x)a, + 3ay +2a-]/R, and R=√√x²+2x+14. Thus 3dxa, x[-(1+x)a, +3ay + 2a:] =- 47 (x²+2x+14)³/2 (9a-6a,)dx 47 (x2+2x+14)3/2 (9a6ay)(x + 1) 4x (13)√x²+2x+14-0 Hp = L² = 2(9a; - 6ay) 4x (13) == 0.110a-0.073a, A/m

10- A current filament of 3a, A lies along the x axis. Find H in cartesian components at P(-1,3,2): We use the Biot-Savart law, IdL H=f1d1 x ag 4T R² where IdL=3dxa,, ag=[-(1+x)a, + 3ay +2a-]/R, and R=√√x²+2x+14. Thus 3dxa, x[-(1+x)a, +3ay + 2a:] =- 47 (x²+2x+14)³/2 (9a-6a,)dx 47 (x2+2x+14)3/2 (9a6ay)(x + 1) 4x (13)√x²+2x+14-0 Hp = L² = 2(9a; - 6ay) 4x (13) == 0.110a-0.073a, A/m

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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electromagnetic field)I want a detailed solution because my teacher changes the numbers. I want a detailed solution. Understand the solution
10- A current filament of 3a, A lies along the r axis. Find H in cartesian components at P(-1,3,2): We use the Biot-Savart law, IdL x ag 4T R² where IdL=3dxar, ag=[-(1+x)ar +3ay +2a-]/R, and R = √²+2x+14. Thus Hp p H = 8 3dxa, x[-(1+x)a, + 3a, +2a-] -L² 47 (x2+2x+14)3/2 (9a6ay)(x + 1) 8 4 (13)√x²+2x+14 = (9a- - 6a,)dx 4x (x²+2x+14)3/2 0.110a, -0.073a, A/m 2(9a; - 6ay) 47 (13)
Transcribed Image Text:10- A current filament of 3a, A lies along the r axis. Find H in cartesian components at P(-1,3,2): We use the Biot-Savart law, IdL x ag 4T R² where IdL=3dxar, ag=[-(1+x)ar +3ay +2a-]/R, and R = √²+2x+14. Thus Hp p H = 8 3dxa, x[-(1+x)a, + 3a, +2a-] -L² 47 (x2+2x+14)3/2 (9a6ay)(x + 1) 8 4 (13)√x²+2x+14 = (9a- - 6a,)dx 4x (x²+2x+14)3/2 0.110a, -0.073a, A/m 2(9a; - 6ay) 47 (13)
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