Physics Course/Types of Waves/Matter Waves

De Brolie's Wavelength

If there is a mometum travels at speed of light and has an quantum energy level

$pc=h{\frac {c}{\lambda }}$

$\lambda ={\frac {h}{p}}=({\frac {h}{c}})({\frac {1}{m}})$

Matter's Wave

From formula above the wavelenght of Charged Particles can be calculated Electron's Wavelength

$\lambda ={\frac {h}{c}}{\frac {1}{m_{e}}}$

Photon's Wavelength

$\lambda ={\frac {h}{c}}{\frac {1}{m_{e}}}$

Neutron's wavelenght

$\lambda ={\frac {h}{c}}{\frac {1}{m_{e}}}$

Reference

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