Another kind of fifth force, which arises in Kaluza Klein theory, where the universe has extra dimensions, or in supergravity or string theory is the Yukawa force, which is transmitted by a light scalar field ( i . e . a scalar field with a long Compton wavelength, which determines the range ).
42.
Thus for example whereas the Planck length is the mean square root of the reduced Compton wavelength and half the gravitational radius of any mass, the Stoney length is the mean square root of the'electromagnetic radius'( see Classical electron radius ) and half the gravitational radius of any mass, " m ":
43.
This makes the Compton wavelength more relevant, as it does not depend on the subject particle's momentum; as the article says, if you use photons of sufficient energy to match the particle's Compton wavelength, the photon has energy equal to that of the subject and is therefore ( in a sense ) equivalent to it.
44.
This makes the Compton wavelength more relevant, as it does not depend on the subject particle's momentum; as the article says, if you use photons of sufficient energy to match the particle's Compton wavelength, the photon has energy equal to that of the subject and is therefore ( in a sense ) equivalent to it.
45.
The coefficient of " ( 1-cos? ) " is known as the " Compton wavelength ", but is in fact a proportionality constant for the wavelength shift . The collision causes the photon wavelength to increase by somewhere between 0 ( for a scattering angle of 0?) and twice the Compton wavelength ( for a scattering angle of 180?).
46.
The coefficient of " ( 1-cos? ) " is known as the " Compton wavelength ", but is in fact a proportionality constant for the wavelength shift . The collision causes the photon wavelength to increase by somewhere between 0 ( for a scattering angle of 0?) and twice the Compton wavelength ( for a scattering angle of 180?).
47.
Whether objects heavier than the Planck mass ( about the weight of a large bacterium ) have a de Broglie wavelength is theoretically unclear and experimentally unreachable; above the Planck mass a particle's Compton wavelength would be smaller than the Planck length and its own Schwarzschild radius, a scale at which current theories of physics may break down or need to be replaced by more general ones.
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In February 2016, scientists reporting the discovery of gravitational waves stated that " assuming a modified dispersion relation for gravitational waves, our observations constrain the Compton wavelength of the graviton to be " ? g " > 10 13 km, which could be interpreted as a bound on the graviton mass " m g " " 22 eV / " c " 2 ."
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It really isn't that obvious to me why electrons are able to move through a vast matrix of positive and negative charges with so little overall resistance-I suppose delocalization is somehow at the root of it, maybe chemical resonance in a way, all ultimately due to the low mass of the electron and its long Compton wavelength ? talk ) 17 : 08, 28 March 2013 ( UTC)
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Typical lengths and areas in gravitational physics can be related to the Compton wavelength and the gravitational coupling constant \ alpha _ \ text { G } = \ frac { G m _ \ text { e } ^ 2 } { \ hbar c } = m _ \ text { e } ^ 2 / m _ \ text { P } ^ 2, which is the gravitational analog of the fine structure constant.
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