Use the exact expression for the E₂ field on the axis of symmetry of the disk: Z (12/17- (|z1 (R²+z²)¹/2) 2274/2} Ez = Κρ2πσΐ 12 a) Plot E₂ (z) for values of z above and below the disk. c) Verify that the field is that of a point charge for z » a, where Q = σTR². Hint: Apply the Binomial Theorem
Use the exact expression for the E₂ field on the axis of symmetry of the disk: Z (12/17- (|z1 (R²+z²)¹/2) 2274/2} Ez = Κρ2πσΐ 12 a) Plot E₂ (z) for values of z above and below the disk. c) Verify that the field is that of a point charge for z » a, where Q = σTR². Hint: Apply the Binomial Theorem
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![Use the exact expression for the E₂ field on the axis of symmetry of the
disk:
Z
Z
Ē₂ = k₂2no2 2 ( 1²1 - (R² +²2²) ²/2)
a) Plot E₂ (z) for values of z above and below the disk.
c) Verify that the field is that of a point charge for z » a,
where Q = σTR². Hint: Apply the Binomial Theorem](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdf1ae0ef-2239-4df5-a206-eb35584d2632%2F6a6862ec-82e9-45f6-a413-61d5fa5ff2a3%2Faszffgu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Use the exact expression for the E₂ field on the axis of symmetry of the
disk:
Z
Z
Ē₂ = k₂2no2 2 ( 1²1 - (R² +²2²) ²/2)
a) Plot E₂ (z) for values of z above and below the disk.
c) Verify that the field is that of a point charge for z » a,
where Q = σTR². Hint: Apply the Binomial Theorem
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