Two polarizers are oriented at 35?° to each other and plane-polarized light is incident on them. If only 35% of the light gets through both of them, what was the initial polarization direction of the incident light? Find the angle between the initial polarization direction of the incident light and the axis of first polarizer.
Let the initial polarization direction of the incident light be x degree with respect to vertical which is assmed the axis of first polarizer.
After first polarizer intensity decreases to cos2 x of initial.
After second polarizer intensity decreases to : cos2 x * cos235 of initial
Now, cos2 x * cos235 = 0.35
so x = 43.76 degree,
The initial polarization direction of the incident light = 43.76 degree to the left or anticlockwise of vertical axis.
Thus the angle between the initial polarization direction of the incident light and the axis of first polarizer = 43.76 degree.
Two polarizers are oriented at 35?° to each other and plane-polarized light is incident on them....
Two polaroids are oriented at the angle phi to each other and a plane-polarized light is incident upon them. If the fraction eta of the incident light gets through both of them, what was the angle theta between the polarization direction of the light and the polarization axis of the first polaroid? After obtaining the formula for theta, calculate its numerical value for phi = 35 degree and eta = 0.1.
Plane-polarized light passes through two polarizers whose axes are oriented at 35.0 ∘ to each other. If the intensity of the original beam is reduced to 14.5 % , what was the polarization direction of the original beam, relative to the first polarizer? θ = _
For the polarizers in the figure, suppose the incident light is linearly polarized, the transmitted intensity (through both polarizers) is 0.15×I0, and the axis of the second polarizer makes an angle θ=50° with the axis of the first polarizer. What is the angle (in degrees) the initial direction of polarization makes with the first polarizer? (Insert the number of degrees without unit.)
1 Review Constants Plane-polarized light passes through two polarizers whose axes are oriented at 35.5° to each other. Part A If the intensity of the original beam is reduced to 13.5%, what was the polarization direction of the original beam, relative to the first polarizer? 10 AED ? 0
A beam of polarized light is incident on a system of three polarizers. The incident lig is polarized at an angle of 30° with respect to the first polarizer. The second polarizer is oriented at an angle of 40 ° with respect to the first, and the third is oriented at an angle of 35 with respect to the second. If the light that emerges from the system has an intensity of 2.5 W/m2, what is the intensity of the...
Vertically polarized light of intensity I0 is incident on a polarizer with axis oriented vertically, it then goes to an anaylzer with axis oriented horizontally. If a third polarizer is placed between the two with the axis at your choice, what is the maximum intensity that will come through all 3 polarizers? Please show work andexplain. thank you.
Light is entering a polarizer or set of polarizers from the left. Determine the relative intensity of the light exiting on the right after passing through all of the polarizers. The dashed vertical lines represent the vertical reference. The solid lines represent either the polarization angle of the light or the transmission angle of the polarizer. CW represents clockwise and CCW represents counterclockwise as viewed from the right looking back to the left along the path of the light. Unpolarized...
Problem #4: Stack of Polarizers fun and LCD! We know that the relationship between the input and output intensity of a polarized light or E&M wave for an ideal polarizer is given by Malus' Law: 1I, cos (0), where θ is the angle between the polarizer axis and the polarization direction of the incident wave. A) Suppose we have two polarizers at 45 degrees to each other. What is the output intensity as a function of the input polarization angle?...
Un-polarized light passes through two polarizers; the axis of one is vertical and that of the other is at 60 degree to the vertical. Calculate the intensity of the transmitted light, I_t in terms of the intensity of the initial un-polarized light, I_0. What happens to the intensity of the transmitted light if a third polarizer, with axis at 45 degree to the second polarizer above, is placed?
law: I = I0 cos²θ where I0 is the intensity of the polarized light beam just before entering the polarizer, I is the intensity of the transmitted light beam immediately after passing through the polarizer, and is the angular difference between the polarization angle of the incident beam and the transmission axis of the polarizer. After passing through the polarizer, the transmitted light is polarized in the direction of the transmission axis of the polarizing filter. Part DOne way to produce a beam of polarized...