A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

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A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m² for 0 < φ < π, and ps2 = -Ps0/p C/m² for π < φ< 2π, where p_s0 is a constant. (a) Find the electric field intensity E everywhere on the z axis. (b) Specialize your part a result for distances z >> a.

Answer is

(a) E(z)=-POR 11-(1 +a2/Z2)-1/2]a,V/m (b) E(z » a) =-_- ay V/ m 2.25

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A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

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A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

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A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

Homework Answers

Add Answer to: A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.

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A disk of radius a in the xy plane carries surface charge of density Ps1 =+ps0/p C/m2 for 0 < φ < π, and ps2 = -Ps0/p C/m2 for π < φ< 2π, where ps0 is a constant.