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Chapter 23, Problem 45CP

A slab of insulating material has a nonuniform positive charge density ρ = Cx2, where x is measured from the center of the slab as shown in Figure P23.45 and C is a constant. The slab is infinite in the y and z directions. Derive expressions for the electric field in (a) the exterior regions (|x| > d/2) and (b) the interior region of the slab (−d/2 < x < d/2).

Figure P23.45

Chapter 23, Problem 45CP, A slab of insulating material has a nonuniform positive charge density  = Cx2, where x is measured

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A slab of insulating material has a nonuniform positive charge density ρ = Cx2, where x is measured from the center of the slab as shown and C is a constant. The slab is infinite in the y and z directions. Derive expressions for the electric field in (a) the exterior regions (|x| > d/2) and (b) the interior region of the slab (-d/2 < x < d/2).
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Review. A slab of insulating material (infinite in the y and z directions) has a thickness d and a uniform pos- itive charge density p. An edge view of the slab is shown in Figure P23.45. (a) Show that the magnitude of the electric field a dis- tance x from its center and inside the slab is E = px/e,. (b) What If? Suppose an electron of charge -e and mass m, can move freely within the slab. It is released from rest at a distance x from the center. Show that the elec- tron exhibits simple harmonic motion with a frequency 1 pe m Eo

Chapter 23 Solutions

Bundle: Physics For Scientists And Engineers With Modern Physics, 10th + Webassign Printed Access Card For Serway/jewett's Physics For Scientists And Engineers, 10th, Multi-term

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