The grating constant is d = 1/500000 = 2 x 10-6 m-1
Therefore the wavelength is
wavelength is 594.8 nanometers
Problem 3: Suppose light has its second-order maximum at 36.5 when falling ona diffraction grating that...
Problem 4: Consider a diffraction grating through which monochromatic light (of unknown wavelength) has a first-order maximum at 27° At what angle, in degrees, does the diffraction grating produce a second-order maximum for the same light? Numeric : A numeric value is expected and not an expression.
Light of wavelength 590 nm illuminates a diffraction grating. The second-order maximum is at angle 40.5 How many lines per millimeter does this grating have?
Light of wavelength 600 nm illuminates a diffraction grating. The second-order maximum is at angle 38.7 ∘. How many lines per millimeter does this grating have?
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...
(a) White light is spread out into its spectral components by a diffraction grating. If the grating has 2,070 grooves per centimeter, at what angle (in degrees) does red light of wavelength 640 nm appear in first order? (Assume that the light is incident normally on the gratings.) (b) What If? What is the angular separation (in degrees) between the first-order maximum for 640 nm red light and the first-order maximum for green light of wavelength 525 nm? 11. (-/1...
The light shining on a diffraction grating has a wavelength of 485 nm (in vacuum). The grating produces a second-order bright fringe whose position is defined by an angle of 8.09°. How many lines per centimeter does the grating have?
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?
The light shining on a diffraction grating has a wavelength of 481 nm (in vacuum). The grating produces a second-order bright fringe whose position is defined by an angle of 8.59°. How many lines per centimeter does the grating have?
A diffraction grating is used in second order, to resolve the spectrum of the light emitted by a sodium lamp. The sodium light is known to contain a doublet (λ 1 589.00 nm and λ2-589.59 nm). The grating contains 500 lines per centimeter. What is the minimum size of the grating that must be illuminated by the collimated light in order to resolve the two spectral lines?
Problem 9: A red laser (λ = 608 nm) is incident on a diffraction grating that has n = 1100 lines per cm. Randomized Variables λ = 608 nm n = 1100 lines/cm  Part (a) What is the angle, in radians, that the first order maximum makes, θ1? Numeric : A numeric value is expected and not an expression. θ1 = __________________________________________ Part (b) What is the angle of the fourth order maximum, θ4, in radians? Numeric : A...