4. Consider the interference pattern from the three slits illustrated below. Assume the openings of the individual slits are the same (<). At what value of 0 is the first principal maximum? (i.e., the wavelets from all three slits are in phase). Assume 1 « d. (3/2)d
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- Two slits separated by 0.10 mm are illuminated with green light (2 = 540 nm). Calculate the distance (in cm) from the central bright-region to the fifth bright band if the screen is 1.0 m away. O 2.1 2.7 O 2.5 2.3 2.0Light of wavelength A = 545 nm passes through a pair of slits that are 33 um wide and 215 µm apart. How many bright interference fringes are there in the central diffraction maximum? How many bright interference fringes are there in the whole pattern? |ANSWER #2 A-C from the image provided
- 5. Draw the variation of the mean light intensity (l) with respect to the angle of diffraction (teta) if i is due to interference of light of wavelength (lamda) using 2 slits. It is known that each slit has a width of a(- 2 lamda) and the distance between the two slits is d(- 4 lamda).A laser emits a beam of light with a wavelength of 500nm which is incident upon a double slit and produces an interference pattern on a screen 20 m away Central Bright: Bright Double Slib 4. B and Choon 3 S 107 Surean 20m LASER d a) Determine the distance between the slits, a. (Hint: Determine the spacing between the bright bands) a = mm b) Determine the width of the slits, D. (Hint: Determine the position of the first diffraction minima.) D = mmWhat would you observe if you made the slit separation very very large (assuming you still had a coherent source that could still pass through both slits). Comment on how this is different from the single slit experiment.