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Compton Radius vs Compton Wavelength |
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| Aug4-04, 02:28 AM | #1 |
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Compton Radius vs Compton Wavelength
A 1992 book dedicated to electrons writes about the Compton Radius of an electron. The Compton Wavelength for an electron is defined as 2.42x10(-10) cm, whereas this book defines the electron Compton radius as 0.386x10(-10) cm. What is the difference?
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| Aug5-04, 06:36 AM | #2 |
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The Compton radius is a classical radius, calculated by analogy, by equating the electrostatic potential energy of a sphere of charge e with the rest energy of the electron.
The Compton wavelength is a natural quantity appearing in the formula for the wavelength shift occuring in the Compton process (scattering of light by electron). http://scienceworld.wolfram.com/phys...ronRadius.html http://scienceworld.wolfram.com/phys...tonEffect.html |
| Oct1-04, 02:22 PM | #3 |
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The ratio between both space magnitude are 6.2694, very close to 2*Pi.
Sure it's really 2*Pi |
| Oct1-04, 02:52 PM | #4 |
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Compton Radius vs Compton Wavelength But wait: I think you mistaked the values I have the for classical electron radious Ro= e^2 /(mc^2)= 2.82E-13 cm. and on the other hand, the compton wavelenght LambdaC= h/mc= 24.3E-13 cm. ( m is the rest mass of the electron) and the ratio is really LambdaC/Ro= 8.61 (dimensionless value) |
| May24-05, 01:34 AM | #5 |
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| May24-05, 01:37 AM | #6 |
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One easily proves by substituting known formula relations that lambda_C=(2pi/alpha)R_0, where alpha the fine structure constant.
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| May27-05, 05:08 PM | #7 |
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Recognitions:
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Lanjarote's first post was right, the second has an arith error.
Its just that some books use h and some use hbar . |
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