X-rays are a part of the electromagnetic spectrum, with a wavelength from 0.01 to 10 nm. Sources of X-ray radiation are used in crystallography to determine the three-dimensional structure of compounds. X-ray machines are also used in medicine diagnostics (radiography). X-ray sources typically have monochromators to produce radiation with a single wavelength. The energy of an X-ray is reversely proportional to its wavelength and is calculated by the equation \"E=hc/lambda\", where h is Planck constant, c is speed of light and lambda is the wavelength. X-ray energy is typically given in electronvolts (eV).
Retrieve the values of the fundamental constants h and c (see References): Speed of light c =299792458 m/s Planck constant h =4.1356673310 10**(?15) eV s
Calculate production of the two fundamental constants h and c. hc =299792458 (m/s) * 4.1356673310 10(?15) eV s=1.2398418746 10(?6) eV m
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Convert wavelength typically given in nanometers (nm) into meters (m) lambda(m)=lambda(nm) 10*(-9).
Calculate X-ray energy in eV.
E(eV)=hc/ lambda(m) E(eV) = 1.2398418746 10(?6) (eV m)/ (lambda(nm) 10(-9))= 1239.8418746 / lambda(nm).
Example: if lambda is 0.15 nm then E=1239.8418746/0.15=8265.612497eV
If you obtain the X-ray wavelength in nm, go directly to Step 4.