1. A single slit diffraction pattern is created with a 0.6 mm slit and 400 nm wavelength. a) If the separation between the central maxima and the second minima of the single slit diffraction pattern is 6.0 mm, what is the distance between the screen and the slit? Hint: Assume that the small angle approximation is valid. D= m b) How many times further away would the screen need to be to double the seperation between the central maxima and second minima? times the distance.
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A: Wavelength, λ = 600 nm = 600×10-9 m Widht, d = 5×10-5 m Angle, θ = ?
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Q: A single slit diffraction pattern is created with a 0.48 mm slit and 400 nm wavelength. a) If the…
A: Solution: Given that Wavelength of light = 400 nm Slit width d = 0.48 mm
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Q: .) How wide is a single slit that produces its first minimum for 640-nm light at an angle of 20.0°?…
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Q: 2. The same laser is now fired at a screen with a single slit of width 0.1 mm, again 2.0 m from the…
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Q: ffraction minimum are located at the same angle relative to the center of the screen. a) Write an…
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Q: 10. In a double-slit experiment, if the slit separation is decreased, which of the following happens…
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A: width of central bright fringe β=λRd here λ = wavelength d = width of slit R = Distance from slit…
Q: 1. A single slit diffraction pattern is created with a 0.24 mm slit and 400 nm wavelength. a) If the…
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Q: A diffraction grating is 2.10 cm wide and contains 2700 lines, When used with light of a certain…
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Q: A slit 0.970 mm wide is illuminated by light of wavelength 577 nm. We see a diffraction pattern on a…
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Q: Two slits separated by 2.00 x 1045 m are illuminated by light of wavelength 625 nm. If the screen is…
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Q: Ө1 Figure 1. Interference pattern for two finite slits. is the angle of the first diffraction…
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Q: 1. Pick True/False for each statement: To experimentally see the interference pattern in Young's…
A: Solution attached in the photo
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- A.) What is the width of a single slit that produces its first minimum at 60.0° for 575 nm light? =___nm B.) Using the slit from part A, find the wavelength of light that has its first minimum at 61.0°. =____nmA beam of monochromatic light is diffracted by a slit of width 0.615 mm. The diffraction pattern forms on a wall 1.06 m beyond the slit. The width of the central maximum is 1.85 mm. Calculate the wavelength of the light. 3.32e-4 Your response differs significantly from the correct answer. Rework your solution from the beginning and check each step carefully. nmPlease help. Thank you
- 16. If the first-order maxima of a diffraction grating occurs at 6.2° for light with a wavelength of 475 nm, a) What is the slit spacing? b) How many slits are in the grating if the grating is 1.33 cm long?4. The figure below shows two single-slit diffraction patterns. The distance between the slit and the viewing screen is the same in both cases. Which of the following statements could be true? Circle A, B, C, or D. αι, λι a2, 22 A. The slits are the same for both and 2 > 2. B. The wavelengths are the same for both and a₁ >a₂. C. The wavelengths are the same for both and a,3. A particular diffraction grating has 1 300 grooves per millimeter, and 15.0 mm of illuminated area. a) Assuming an incident angle of 45.0°, calculate the diffraction angle for first-order light at 625 nm. b) What wavelength of light would give this same diffraction angle in the second order? )What is the first-order resolving power of the grating? d) What must be the separation (in nm) of two first-order spectral lines centered at 625 nm if they are to be resolved? e) What is the angular dispersion (in degrees) between the two lines in part (d) asthey emerge from the grating?3. A single slit is used to create an interference pattern on a screen using light. Consider the statements that follow with respect to the pattern generated: I. A longer wavelength of light generates a wider central maximum. II. When using white light, the outer fringes are coloured. III. A narrower slit generates a wider central maximum. Which of the above statements is/are incorrect? a. b. c. I only I and II only I and III only d. e. I, II, and III none1. a) Your teacher produces a light interference pattern on the wall. How will you identify whether the pattern is being created by a single, double, or multiple slit apparatus? b) Use the single slit simulator to validate the equations learned in this activity related to single-slit diffraction. Use the simulator to obtain measurements, and then show complete calculations of the wavelength of light using all five of the single-slit equations. (Note that you will have to calculate the angle using the sine function.) Choose any set-up you desire in terms of distance to the screen, the width of the slit, and wavelength. How do your calculated wavelengths compare to the wavelength given in the simulation? c) When white light, composed of all wavelengths (as opposed to monochromatic light that is composed of one wavelength of light), is shone through a diffraction grating, bands of various colours appear on the screen. For example, there may be first-order (m = 1) fringes for red, orange,…