A set of narrow vertical slits is located a distance D from a screen. The slits are equally spaced and have the same width. The intensity pattern in the figure is observed when light from a laser passes through the slits, illuminating them uniformly. The screen is perpendicular to the direction of the light. Data: Distance to the screen = 2.83 m, Wavelength of light = 620 nm, Distance between tick marks on the intensity figure = 1.40 cm.
A set of narrow vertical slits is located a distance D from a screen. The slits...
A set of narrow vertical slits is located a distance D from a screen. The slits are equally spaced and have the same width. The intensity pattern in the figure is observed when light from a laser passes through the slits, illuminating them uniformly. The screen is perpendicular to the direction of the light. Data: Distance to the screen = 3.13 m, wavelength of Tight = 470 nm, Distance between tick marks on the intensity figure = 1.40 cm What...
Narrow, equally spaced vertical slits with equal widths are located at a distance of D = 2.17 m from a screen. The intensity pattern in the figure is observed when light with wavelength = 470 nm from a laser passes through the slits, illuminating them uniformly. The screen is perpendicular to the laser beam. Calculate the width of the slits. Use the cm scale to measure distances on the screen. 0 1 2 3 4 5 6 7 8 9...
Narrow, equally spaced vertical slits with equal widths are located at a distance of D = 3.13 m from a screen. The intensity pattern in the figure is observed when light with wavelength = 470 nm from a aser passes through the slits, illuminăting them uniformly. The screen is perpendicular to the laser beam. 444-4 8 9 cm 3 4 5 0 1 2 6 7 The number of slits is ... Submit Answer Tries 0/3 Calculate the center to...
A system of vertical slits is illuminated by a laser of the wavelength 600 nm. The diffraction pattern is observed on a screen at a distance of 2.4 m. The intensity distribution is shown in the figure right. The horizontal distance of the screen is 160 mm. a) How many slits were illuminated? b) What was the distance between the slits? c) Calculate the width of the slits d) Calculate the width of the central maximum. 5. A system of...
Problem: 492 nm wavelength light passes through two narrow slits spaced 0.500 mm apart and creates an interference pattern on a screen 1.22 m away. a. What distance is the m = 4 bright fringe from the center of the screen? Submit this answer below. b. Plot the intensity of the light as a function of distance to the center of the screen. On your figure, label the bright fringes shown and identify the distance calculated in (a). Note: Draw...
Problem: 509 nm wavelength light passes through two narrow slits spaced 0.500 mm apart and creates an interference pattern on a screen 2.32 m away. a. What distance is the m = 4 bright fringe from the center of the screen? Submit this answer below. b. Plot the intensity of the light as a function of distance to the center of the screen. On your figure, label the bright fringes shown and identify the distance calculated in (a). Note: Draw...
Coherent light with wavelength 599 nm passes through two very narrow slits with separation of 20 μm, and the interference pattern is observed on a screen located at a distance of 3.0 m from the slits. Where will the second order dark fringe above the center of central bright fringe will form?
Two very narrow slits are spaced 1.85 μm and are placed 30.0 cm from a screen. What is the distance between the first and second dark lines of the interference pattern when the slits are illuminated with coherent light with a wavelength of 546 nm ? (Hint: The angle θ in equation dsinθ=(m+12)λ is not small.)
A double-slit interference pattern is created by two narrow slits spaced 0.21 mm apart. The distance between the first and the fifth minimum on a screen 62 cm behind the slits is 6.0 mm. What is the wavelength (in nm) of the light used in this experiment? λ = ( )nm
A double-slit interference pattern is created by two narrow slits spaced 0.22 mm apart. The distance between the first and the fifth minimum on a screen 58 cm behind the slits is 6.3 mm. What is the wavelength (in nm) of the light used in this experiment?