In Ihe double-slit experiment of Fig, 35-10, the viewing screen is at distance D = 4.00 m, point P lies at distance y = 20.5 cm from the center of the pattern, the slit separation d is 4.50 μ m, and the wavelength λ is580 nm. (a) Determine where point P is in the interference pattern by giving the maximum or minimum on which it lies, or the maximum and minimum between which it lies. (b) What is the ratio of the intensity I P at point P to the intensity I cen at the center of the pattern?
In Ihe double-slit experiment of Fig, 35-10, the viewing screen is at distance D = 4.00 m, point P lies at distance y = 20.5 cm from the center of the pattern, the slit separation d is 4.50 μ m, and the wavelength λ is580 nm. (a) Determine where point P is in the interference pattern by giving the maximum or minimum on which it lies, or the maximum and minimum between which it lies. (b) What is the ratio of the intensity I P at point P to the intensity I cen at the center of the pattern?
In Ihe double-slit experiment of Fig, 35-10, the viewing screen is at distance D = 4.00 m, point P lies at distance y = 20.5 cm from the center of the pattern, the slit separation d is 4.50 μm, and the wavelength λ is580 nm. (a) Determine where point P is in the interference pattern by giving the maximum or minimum on which it lies, or the maximum and minimum between which it lies. (b) What is the ratio of the intensity IP at point P to the intensity Icen at the center of the pattern?
..40 Go Figure 36-45 gives the pa- ß (rad)
rameter of Eq. 36-20 versus the ßs
sine of the angle in a two-slit inter-
ference experiment using light of
wavelength 435 nm. The vertical axis
scale is set by B, = 80.0 rad. What are
(a) the slit separation, (b) the total
number of interference maxima
(count them on both sides of the
pattern's center), (c) the smallest angle for a maxima, and (d) the
greatest angle for a minimum? Assume that none of the interference
maxima are completely eliminated by a diffraction minimum.
0
sin 0
0.5
1
Figure 36-45 Problem 40.
In the two-slit interference experiment, the slit widths are each 4.0 μm,
their separation is 24.0 μm, the wavelength is 600 nm, and the viewing screen is at
a distance of 2.00 m from the slits. Point P lies at distance y =5.0 cm from the center
of the pattern.
(a) Without diffraction effects taken into account, what is the ratio of IP to the
intensity Im at the center of the pattern?
(b) With diffraction effects taken into account, what is the ratio of IP to the
intensity Im at the center of the pattern?
In a double slit interference pattern, the intensity at the peak of the central maximum(m = 0) is I0.(a) Calculate the intensity you measure at a point P in the pattern where the phasedifference between the waves from slits S1 and S2 is 45.0◦.(b) Calculate the difference in path at point P if the frequency of the light used inthe experiment is ν = 600 THz
An object is 2.00-cm-tall and is positioned 75.0 cm to the left of lens 1. Lens 1 isa converging lens with focal length f1 = 35.0 cm. A second converging lens, lens 2,having a focal length f2 = 50.0 cm, is located 200.0 cm to the right of lens 1, along thesame optic axis, and will have the image produced by lens 1 (I1) as its object.(a) Find the location (s01) and size (y01) of the image formed by lens 1.
(b) Find the location (s02) and size (y02) of the image formed by lens 2.
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.
Diffraction of light animation best to understand class 12 physics; Author: PTAS: Physics Tomorrow Ambition School;https://www.youtube.com/watch?v=aYkd_xSvaxE;License: Standard YouTube License, CC-BY