96. Two infinite rods, each carrying a uniform charge density λ, are parallel to one another and perpendicular to the plane of the page. (See below.) What is the electrical field at P? At P₂? T a 02 P1 P2 |2- 1 32 = Απερ α λ Solution r P. P₁₂: E = P: r E 1 ·a· 4лε (a/√2) = λ -a· 22 (2 cos 45°)Ĵ 1 λ = περα 32 2πε 2α 1+ 1 2^  1 31 î 1 22- Απερ α Απε 2α = ο

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Chapter1: Units, Trigonometry. And Vectors
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96. Two infinite rods, each carrying a uniform charge density λ, are parallel to one another and
perpendicular to the plane of the page. (See below.) What is the electrical field at P? At P₂?
T
a
02
P1
P2
|2-
1 32
=
Απερ α
λ
Solution
r
P.
P₁₂: E =
P:
r
E
1
·a·
4лε (a/√2)
=
λ
-a·
22
(2 cos 45°)Ĵ
1 λ
=
περα
32
2πε 2α
1+
1 2^  1 31 î
1 22-
Απερ α Απε 2α
=
ο
Transcribed Image Text:96. Two infinite rods, each carrying a uniform charge density λ, are parallel to one another and perpendicular to the plane of the page. (See below.) What is the electrical field at P? At P₂? T a 02 P1 P2 |2- 1 32 = Απερ α λ Solution r P. P₁₂: E = P: r E 1 ·a· 4лε (a/√2) = λ -a· 22 (2 cos 45°)Ĵ 1 λ = περα 32 2πε 2α 1+ 1 2^  1 31 î 1 22- Απερ α Απε 2α = ο
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