495 nm laser light falls on a diffraction grating and forms an interference pattern on a...
If the scientist uses a diffraction grating with 500 lines per mm and laser with a wavelength of 680 nm, what angle will a line from the grating to the second order bright spot make with the line from the grating to the central bright spot?
A thin beam of laser light of wavelength 514 nm passes through a diffraction grating having 3952 lines/cm. The resulting pattern is viewed on a distant curved screen that can show all bright fringes up to and including ?90.0? from the central spot. If the experiment were performed with all of the apparatus under water (which has an index of refraction of 1.33), what would be the TOTAL number of bright spots that would show up on the screen?
The light shining on a diffraction grating has a wavelength of 495 nm (in vacuum). The grating produces a second-order bright fringe whose position is defined by an angle of 9.34. How many lines per centimeter does the grating have?
Light of wavelength 631 nm passes through a diffraction grating having 485 lines/mm 1.) What is the total number of bright spots (indicating complete constructive interference) that will occur on a large distant screen? Solve this problem without finding the angles. (Hint: What is the largest that sinθ can be? What does this imply for the largest value of m?) Express your answer as an integer. 2.) What is the angle of the bright spot farthest from the center?
Short Answer (6 points diffraction grating has 5150 lines diffraction per centimeter ruled on it. It is illuminated by a laser with wavelength 633 nm. The a) What is the angular separation between the first- and the third-order bright spots on the same side of the central maximum? pattern is observed on a very wide screen 2.0 meters behind the diffraction grating. b) How many bright spots would you observe on the screen?
4oonin Problem #3. A light of wave length 400. Nm falls on a DIFFRACTION GRATING having 7500 line /cm. A scree 2.3 m away from the diffraction grating is placed and the interference pattern was observed. A. How high up from the central; line is the first bright (maximum spot)? B. What is the MAXIMUM ORDER can be seen in this case? Screen 2.3m
4oonn Problem #3. A light of wave length 400 Nm falls on a DIFFRACTION GRATING having 7500 line /cm. A scree 2.3 m away from the diffraction grating is placed and the interference pattern was observed. A. How high up from the central; line is the first bright (maximum spot)? B. What is the MAXIMUM ORDER can be seen in this case? Screen 2.3m
If a diffraction grating produces a third-order bright spot for red light of wavelength 700 nm, at 65° from the central maximum at what angle will the second order bright spot be for violet light of wavelength 400 nm? How many lines per mm on this grating?
If a diffraction grating produces a third-order bright spot for red light of wavelength 700 nm, at 65° from the central maximum at what angle will the second order bright spot be for...
Light from a laser strikes a diffraction grating that has 6500 grooves per centimeter. The interference pattern is observed on a wall 1.00 m from the grating. If the wavelength of the laser light is 454 nm, how far from the central maximum is the first order maximum?
A 480 lines/mm diffraction grating is illuminated by light of wavelength 510 nm . How many bright fringes are seen on a 4.0-m-wide screen located 2.1 m behind the grating?