Suppose you want to rotate the plane of ion of a beam of polari light by 65", but you do not want the final intensity to be less than 64% of the initial intensity. What is the minimum number of polarizing sheets you must use? Assume that each sheet is rotated the same angle relative to the adjacent sheets. sheets
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- OResources A beam of unpolarized light shines on a stack of five ideal polarizers, set up so that the angles between the polarization axes of pairs of adjacent polarizers are all equal. The intensity of the transmitted beam is reduced from the intensity of the initial beam by a factor of a = 0.245. Find the angle 0 between the axes of each pair of adjacent polarizers.Unpolarized light passes through two ideal polarizers in turn with polarization axes at 31.5° to each other. What is the fraction of the incident light intensity that is transmitted? Numeric ResponseUnpolarized light, of intensity Io is incident on a pair of polarizers as shown below. The trans- mission axis of the first polarizer is vertical. The transmission axis of the second polarizer is unknown. Unpolarized light, intensity lo X Observer Polarizers (a) What should be the orientation of the second polarizer such that no light reaches the observer. If this is not possible, say so explicitly. (b) What should be the orientation of the second polarizer such that light of intensity Io/2 reaches the observer. If this is not possible, say so explicitly.
- Unpolarized light of intensity 850 W/m² is incident on two ideal polarizing sheets that are placed with their transmission axes perpendicular to each other. An additional polarizing sheet is then placed between the two, with its transmission axis oriented at 30° to that of the first. 1) What is the intensity of the light passing through the stack of polarizing sheets? (Express your answer to two significant figures.) Submit W/m² 2) What orientation of the middle sheet enables the three-sheet combination to transmit the greatest amount of light? SubmitPlease asapPhysics Polarization: Write down the equations of an unpolarized E field before it hits a linear polarizer that is polarized in the x-direction. What are the E field equations after the linear polarization? I'm having extreme difficulty on this problem, need some guidance.
- The ratio If/lo is maximized when polarizer X is rotated so its polarization axis is 45° different from that of polarizer A (that is, when OAx is 45°). What is this maximum intensity ratio?Polarized light passes through two rotated filters from left to right, as shown. At the point A, its intensity is Io. The polarization axis of the first polarizer makes an angle 01= 52.6° with the direction of polarization the incoming light. The polarization axis of the second polarizer makes an angle 02= 59.6° degrees with the polarization axis of the first polarizer. E Polarized В light The intensity of light at the point C is:I need the answer as soon as possible
- The intensity of a circularly polarized electromagnetic wave is found to be 800Wm2 What is the maximum electric field amplitude associated with this wave? Show the algebraic form of all equation(s) that you apply. Report your answer to the correct number of significant figures and units.Pleae type the answer instead of hand writtingIf the amplitude of the electric field of a beam of light is Eo, what happens to the intensity if the amplitude is changed to E/2? O a. it is now 4 times more Ob. it is now twice as much OC. it is now 1/4 as much O d. it is now half as much