Calculate the maximum λ∆/λ of Compton scattering for blue light (λ = 480 nm). Could this be easily observed?
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Calculate the maximum λ∆/λ of Compton scattering for blue light (λ = 480 nm). Could this be easily observed?
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- A highly collimated (parallel) beam of electrons is shot through a single slit of width 17.5μm. The electrons are moving with a speed of 7.357.35km/s. When they hit the screen, located at distance 1.57m away, the distribution of hitting positions makes a pattern with a central peak and minima on either side. What is the width of the central peak (equivalently, distance between the minima on either side)? The mass of an electron is 9.11×10^−31 kg.3. Excited Ground state state 4. 4.85E-19 J 1 (ground state) 4.42E-19J 4. 1. 3.98E-19 J 3. 3.03E-19J 1. 1 (ground state) Energy Energy emitted paquosqe 2) [30] Energy Levels Above is a schematic of a Hydrogen atom with its first 5 energy levels. On the right is the energy emitted from the transitions (lines pointing down on the diagram). Using the knowledge that energy and wavelength are hc, connected ( E =") you will figure out the wavelength for each of these %3D transitions. E- %3D h = Planck constant = 6.63E-34 J*s C = speed of light = 3E8 m/s 2 = wavelength in meters E = energy in Joules (J) %3D %3D %3D %3D hc %3D E. will be in meters! Divide by 10-9 for nm %3D If you need help converting this to a color easier, try this website once you get the wavelength in nm: https://academo.org/demos/wavelength-to- colour-relationship/Calculate the Compton shift when 6 nm X-rays are scattered at 45°.
- Q/ Show that the oscillating probability density is linear in arbitrary wave beams that oscillates with a frequency equal to that of a linear oscillator?Could an electron-diffraction experiment be carried out using three or four slits? Using a grating with many slits? What sort of results would you expect with a grating? Would the uncertainty principle be violated? Explain.In Compton scattering, for what value of the scattering angle θ the change in the wavelength is maximum.
- " B ₁(x) = N₂e-¹/2 =N₁e²12a² Table 7E.1 The Hermite polynomials V 0 1 2 3 4 5 6 H₂(y) 1 2y 4y²-2 8y-12y Q 24% Ground-state wavefunction 16y 48y +12 32y-160y +120y 64-480y +720-120 6-730 PADRE Q Search O X B IMG_3394.jpg O so obtain the resunt quoted in P7E-12 Calculate the values of (x³), and (x^), for a harmonic oscillator by using the properties of the Hermite polynomials given in Table 7E.1; follow the approach used in the text. Q31% i Example 7F 3 to calculate the probability NIT 24 PO 6:33 PM 2/12/2024 DLight of wavelength 277 nm is incident on an uncharged metal sphere of diameter 16.2 cm. If the work function for the metal is 3.68 ev, determine the charge (in C) induced on the sphere due to photoelectric effect. Q =