24.41 In the figure, suppose that the 1 transmission axes of the left and right polarizing disks are perpendicular to each other. Also, let the center disk be rotated on a the common axis with angular speed o. Show that if unpolarized light is incident on the left disk with an intensity Imax, the intensity of the beam emerging from the right disk is 1 I =Ima (1- cos 4ot) 16 This means that the intensity of the emerging beam is modulated at a rate four timés the rate of rotation of the center disk. Hint: Use the trig. identities cos? 0=(1+ cos20)/2 and sin? 0=(1- cos20)/2
24.41 In the figure, suppose that the 1 transmission axes of the left and right polarizing disks are perpendicular to each other. Also, let the center disk be rotated on a the common axis with angular speed o. Show that if unpolarized light is incident on the left disk with an intensity Imax, the intensity of the beam emerging from the right disk is 1 I =Ima (1- cos 4ot) 16 This means that the intensity of the emerging beam is modulated at a rate four timés the rate of rotation of the center disk. Hint: Use the trig. identities cos? 0=(1+ cos20)/2 and sin? 0=(1- cos20)/2
College Physics
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![24.41
In the figure, suppose that the 1
transmission axes of the left
and right polarizing disks are
perpendicular to each other.
Also, let the center disk be rotated on a the common axis with
angular speed o. Show that if unpolarized light is incident on the
left disk with an intensity Imax, the intensity of the beam emerging
from the right disk is
1
I
I mar (1- cos 4at)
16
This means that the intensity of the emerging beam is
modulated at a rate four timés the rate of rotation of the center
disk. Hint: Use the trig. identities
cos? e=(1+ cos20)/2 and sin2 0=(1- cos20)/2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb62099b5-a712-4a0d-aa3a-42c091e2382e%2F57e0371f-3a98-45d7-b72b-c7d534306c0b%2Fupy4k8b_processed.jpeg&w=3840&q=75)
Transcribed Image Text:24.41
In the figure, suppose that the 1
transmission axes of the left
and right polarizing disks are
perpendicular to each other.
Also, let the center disk be rotated on a the common axis with
angular speed o. Show that if unpolarized light is incident on the
left disk with an intensity Imax, the intensity of the beam emerging
from the right disk is
1
I
I mar (1- cos 4at)
16
This means that the intensity of the emerging beam is
modulated at a rate four timés the rate of rotation of the center
disk. Hint: Use the trig. identities
cos? e=(1+ cos20)/2 and sin2 0=(1- cos20)/2
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