Compton Wavelength Equation
A particle's Compton wavelength is equal to the wavelength of a photon with the same energy as the particle's mass. As a result, the conventional Compton wavelength equation is λ=h/mc
- The Planck constant,h=6.62607*10-34J/s
- λ be the wavelength
- m be the mass of a particle
- c be the speed of light, Its value is c=299792458 m/s
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How to determine the Compton Wavelength
You can compute the Compton wavelength of a body by following the specified procedures.
- Obtain the mass of the particle.
- Substitute the values in the Compton wavelength equation is λ = h / (mc)
- Do multiplication the mass of the body by the speed of light.
- To determine the Compton wavelength, divide the constant by the product.
Compton Wavelength Examples
Question 1: How Do You find out the Compton Wavelength on an electron?
Consider the problem, we have
Mass of the particle, m = 9.15x10-31kg
h = 6.626x10³⁴J/s
We Know That,The Compton Wavelength Equation is λ=h/mc
Substitute the value, c=3x10⁸ m/s in the above equation, we get
λ = (6.626x10-34)/((9.1x10-31)x(3x 10⁸))
λ = 0.2427 Å
Therefore, The wavelength the Compton wavelength is 0.243 Å.
FAQs on Compton Wavelength Calculator
1. What's the Difference Between a Photon and an Electron?
An electron is a negatively charged particle that moves from the negative end to the positive end, whereas a photon is a massless particle that has no charge.
2. Is it possible for a photon to become an electron?
Yes! When a photon's energy is totally transferred into the mass of two particles, an electron and an anti-electron, the photon transforms into an electron.
3. What role does the Compton wavelength play?
Taking quantum physics and special relativity into account, the Compton wavelength represents a basic limitation on measuring a particle's position. This restriction is based on the particle's mass m.
4. What is the maximum Compton shift value?
When 1cos has the maximum value, which is for the angle =180°, the largest Compton shift occurs.
5. What is the wavelength equation of Compton?
The wavelength equation for Compton is = h/ (mc). Here, c is the speed of light, m is the particle's mass, h is the Planck constant, and is the particle's wavelength.