(b) A nanowire has a density of charge p distributed along the x axis, which is described as follows: p= -e at x = 0 p= 32x for a
(b) A nanowire has a density of charge p distributed along the x axis, which is described as follows: p= -e at x = 0 p= 32x for a
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Solve 1 and 2
![(b) A nanowire has a density of charge p distributed along the x axis, which is
described as follows:
p= -e at x =0
p= 32x for a <x <b
where 2, a and b are positive constants.
(i) Derive an expression for the electrical dipole moment as a function of 1, a and b.
(ii) Supposing that the nanowire is free to rotate in all the directions, explain how the
average electrical dipole moment would depend on temperature, under the influence
of a small applied electrical field.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1eb2dd59-6862-4b4b-a601-95a3a7fd7551%2Fdc707c6d-bbbf-41b3-952a-684b29ebd008%2F6ihkgts_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(b) A nanowire has a density of charge p distributed along the x axis, which is
described as follows:
p= -e at x =0
p= 32x for a <x <b
where 2, a and b are positive constants.
(i) Derive an expression for the electrical dipole moment as a function of 1, a and b.
(ii) Supposing that the nanowire is free to rotate in all the directions, explain how the
average electrical dipole moment would depend on temperature, under the influence
of a small applied electrical field.
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