compton wavelength उदाहरण वाक्य
उदाहरण वाक्य
- The wavelength shift lies between zero ( for 0?} } ) and twice the Compton wavelength of the electron ( for 180?} } ).
- For gauge bosons, the Compton wavelength sets the effective range of the Yukawa interaction : since the photon has no mass, electromagnetism has infinite range.
- This argument also shows that the reduced Compton wavelength is the cutoff below which quantum field theory which can describe particle creation and annihilation becomes important.
- The resulting expression consists of an initial position, a motion proportional to time, and an unexpected oscillation term with an amplitude equal to the Compton wavelength.
- Would the circumstances be different if its Compton wavelength was considered instead ? The preceding contribs ) } | & # 32; } | } }.
- The wavelength shift is at least zero ( for 0?} } ) and at most twice the Compton wavelength of the electron ( for 180?} } ).
- This is a simple case of dimensional analysis : the Schwarzschild radius is proportional to the mass, whereas the Compton wavelength is proportional to the inverse of the mass.
- Both of these are in the domain of classical physics, not quantum physics, and therefore may not be valid at distances of roughly the Compton wavelength or below.
- The Compton wavelength can be contrasted with the de Broglie wavelength, which depends on the momentum of a particle and determines the cutoff between particle and wave behavior in quantum mechanics.
- According to this physical picture, the carrier wave has the Compton wavelength \ lambda _ c = 2 \ pi \ hbar / mc and the de Broglie wavelength prescribes its modulation.