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Explain the compton effect breifly

Question

Explain the compton effect breifly

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Solution

The Compton Effect, named after American physicist Arthur Compton, is a phenomenon in quantum mechanics where X-rays or gamma rays are scattered by electrons. This scattering results in a change in direction and energy of the photons, which leads to a decrease in their frequency (or increase in wavelength), a phenomenon known as "redshift". This effect demonstrates the particle-like properties of electromagnetic radiation, which was a key development in the establishment of quantum mechanics.

Here are the steps to explain the Compton Effect:

  1. An X-ray or gamma ray (high energy light) photon collides with a loosely bound electron.

  2. The photon gives part of its energy to the electron during the collision, causing the electron to be ejected from its atom (Compton scattering), and the photon to lose energy.

  3. The loss of energy by the photon causes it to decrease in frequency (or increase in wavelength). This change in wavelength is called the Compton Shift, and it's directly related to the scattering angle (the angle at which the photon is deflected).

  4. The Compton Effect shows that light has both wave and particle properties, a fundamental concept in quantum mechanics. The wave property is shown by the change in wavelength (or frequency) of the light, and the particle property is shown by the photon's ability to transfer energy and momentum to the electron.

  5. The Compton Effect was a significant piece of evidence for the theory of quantum mechanics, which describes the dual wave-particle nature of light and other particles.

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Similar Questions

What is Compton effect? How is the existence of modified and un modified components explain by Quantum theory?

why compton effect can not observed for visible light

Compton shift depends ona.angle of recoil of electronb.wavelength of radiationc.angle of scattering of photon

Under what condition Compton shift in wavelength is maximum? Elaborate your answer.

Which of the following phenomena cannot be explained by the wave theory of light?(a) Interference(b) Diffraction(c) Reflection(d) None of the above2. In the Compton effect, the change in wavelength of a scattered photon depends on(a) Wavelength of an incident photon(b) Intensity of Incident Radiation(c) Scattering Angle(d) All of the above3. Calculate the de-Broglie wavelength (in Å), if an electron is accelerated from rest througha potential different 𝑉 = 50 𝑉.(a) 2.4 Å (b) 9.2 Å(c) 1.73 Å (d) 5.7 Å4. The operator for momentum is(a) ℏ௜ ∇ଶ (b) ௛௜ ∇ଶ(c) ℏ௜ ∇ (d) ି ℏ௜ ∇5. If a proton and an alpha-particle are accelerated through the same potential difference,then the ratio of their de-Broglie wavelengths will be(a) √8: 1 (b) 1: √8(c) √2: 1 (d) 1: √26. A proton and an alpha-particle are confined in 1-D potential boxes of lengths L and L/2respectively. If Ep and Eα are their ground state energies, then(a) 𝐸ఈ = 𝐸௣ 2⁄ (b) 𝐸ఈ = 2𝐸௣(c) 𝐸ఈ = 𝐸௣ (d) 𝐸ఈ = ඥ𝐸௣7. Which of the following phenomena shows the wave nature of an electron?(a) Compton effect (b) Diffraction of electron by crystal(c) Photoelectric effect (d) Thermionic emission8. For a dispersive medium(a) Phase velocity is equal to the group velocity.(b) Phase velocity is not equal to the group velocity.(c) Both (a) and (b) are trueDepartment of physics Tutorial: unit 36(d) None of these are true9. Schrodinger wave equation is applicable to(a) Relativistic motion only(b) Non-relativistic motion only(c) Neither for relativistic motion nor for non-relativistic motion(d) Both relativistic motion and non-relativistic motion10. Choose the incorrect statement(a) The number of photoelectrons emitted is proportional to light intensity(b) The velocity of photoelectrons is proportional to the frequency of light(c) Photoelectric effect is an instantaneous process.(d) Stopping potential is independent of incident frequency.11. Choose the incorrect statement. In the Compton scattering-(a) The increase in wavelength ∆𝜆, is independent of the incident wavelength.(b) Compton wavelength is always a constant quantity.(c) The wavelength increase, ∆𝜆, depends on the scattering angle of the photon(d) The wavelength increase is independent of the scattering angle of a photon.12. The phase speed of matter waves for a relativistic free moving particle in a vacuum is;(a) Equal to the speed of light in a vacuum(b) Less than the speed of light in a vacuum(c) More than the speed of light in a vacuum(d) Equal to half the speed of light in a vacuum13. A moving particle is associated with a wave packet or group of waves. The groupvelocity is equal to;(a) Velocity of light(b) Velocity of sound(c) Velocity of particle(d) Square of the particle velocity14. The uncertainty principle states that the error in measurement is due to;(a) Dual nature of light(b) Due to the small size of particles(c) Due to the large size of particles(d) Due to the error in measuring instruments15. Uncertainty relation cannot hold for the following pairs;(a) Position and momentum(b) Energy and time(c) Linear momentum and angleDepartment of physics Tutorial: unit 37(d) Angular momentum and angle16. The duration of a radar pulse is 10-6 sec. The uncertainty in its energy will be;(a) 1.05 × 10ିଵସ J(b) 1.05 × 10ି ଶ J(c) 1.05 × 10ିଶ଼ J(d) 1.05 × 10ି ଷ J17. Compton effect supports;(a) Wave nature of radiation(b) Particle nature of radiation(c) Both particle and wave nature of radiation(d) None of these18. An X-ray photon is found to have its wavelength doubled on being scattered through 90⁰.The wavelength is;(a) 0.024 𝑚(b) 0.240 𝑚(c) 0.042 𝑚(d) 0.024 Å19. X-rays of wavelength 1 Å are scattered at such an angle that the recoil electron hasmaximum kinetic energy. The wavelength of scattered rays is;(a) 0.048 Å(b) 0.480 Å(c) 2.048 Å(d) 1.048 Å20. The equation of motion of matter waves is derived by;(a) Heisenberg(b) de-Broglie(c) Bohr(d) Schrodinger21. 𝑆𝑖𝑛 2𝑥 is an eigenfunction of the operator;(a) − ௗௗ௫ b) + ௗௗ௫(c) − ௗమௗ௫మ (d) + ௗమௗ௫మ22. The allowed eigenfunction must be;(a) Finite only(b) Continuous only(c) Single-valued only(d) All of the threeDepartment of physics Tutorial: unit 3823. Schrodinger wave equation is(a) An equation of motion for an electron moving at non-relativistic velocities(b) An equation of motion for proton accelerated at some potential difference V(c) An equation of motion of a de-Broglie wave(d) None of these24. Which of the following has more precise information about the position of a particle?(a) Energy(b) Wave-function(c) Probability(d) Expectation value25. According to wave mechanics, a free particle can possess;(a) Discrete energies(b) Continuous energies(c) Only a single values energy(d) None of these26. A particle moving in an infinitely deep potential can have energies which are multiple of;(a) 𝑛ଶ(b) 𝑛(c) 1.5𝑛(d) 𝑛ଷTUTORIAL SHEET1. Find the maximum wavelength that can liberate an electron from potassium. The work function

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