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Physics 122-03 Test 4: Electromagnetic Waves and Particle Behavior, Exams of Physics

A physics test consisting of three problems. The first problem deals with the properties of an electromagnetic wave, including the magnitudes and directions of its electric and magnetic fields. The second problem explores the behavior of particles passing through two slits, including the calculation of their debroglie wavelength and the position of the first dark minimum in the resulting interference pattern. The third problem involves the determination of the speed, frequency, and number of photons in a beam of light based on its intensity. Useful formulae are provided for reference.

Typology: Exams

Pre 2010

Uploaded on 08/08/2009

koofers-user-q69
koofers-user-q69 🇺🇸

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Download Physics 122-03 Test 4: Electromagnetic Waves and Particle Behavior and more Exams Physics in PDF only on Docsity! Name: Physics 122-03 Test 4 1. An electromagnetic wave is described by the fields E = E0 cos(k · x − ωt) B = B0 cos(k · x − ωt) where the amplitude of the electric field is E0 = 3.0×104(V/m) x̂, the magnetic field amplitude B0 is positive along the positive ŷ direction, and the angular frequency ω is equal to 6.0 × 106s−1. (a) (2 pts.) What is the magnitude of B0 (including its units)? (b) (1 pt.) What is the magnitude k of the vector k? (c) (1 pt.) What is the direction of the vector k? (d) (2 pts.) The wave passes through a linear polarizer which fixes the new polarization direction to be 60 degrees away from the old polarization direction. What is the magnitude of the new electric field amplitude? 1 2. Particles of mass m = 6.6 × 10−26 kg are all moving in the x direction with speed v = 0.5 m/s, and the beam of particles passes through two slits in a wall. The slits are a distance d = 0.1 mm apart (in the y direction), and they each have a width a = 0.01 mm (also in the y direction). The particles hit a screen located a distance L = 20.0 m away (in the x direction), forming a pattern on the screen. (a) (2 pts.) What is the DeBroglie wavelength of these particles? (b) (3 pts.) If no measurement is made regarding which slit each particle goes through, how far above the central bright maximum will the first dark minimum be in the pattern? (c) (3 pts.) If the lower slit is covered up, how far above the central bright maximum will the first dark minimum be in the new pattern? 2
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