Problem 1: (a) Derive the relation of the shortest wavelength limit of X-rays generated with the applied voltage "V". (b) The below diagram shows for a characteristics X-ray spectrum as a function of applied voltage, tabulate the shortest wavelength of X-rays generated from each voltage. 10 100kV BOKV 60kV 40kV 20kV 0.01 0.02 0.05 0.1 0.2 0.4 Wavelength (nm) (c) Considering the single-electron scattering, imagine an X-ray is scattered by an electron and the scattered intensity is 0.81 times compared to the incident X-ray intensity. If the scattering radius is 0.00302 pm, calculate the angle of scattering. Intensity [au]

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Problem 1: (a) Derive the relation of the shortest wavelength limit of X-rays generated
with the applied voltage "V".
(b) The below diagram shows for a characteristics X-ray spectrum as a function of
applied voltage, tabulate the shortest wavelength of X-rays generated from each
voltage.
10
100kV
B
BOKV
60kV
40kV
20kV
0.01
0.02
0.05
0.1
0.2
0.4
Wavelength (nm)
(c) Considering the single-electron scattering, imagine an X-ray is scattered by an
electron and the scattered intensity is 0.81 times compared to the incident X-ray
intensity. If the scattering radius is 0.00302 pm, calculate the angle of scattering.
Intensity (a.u.]
Transcribed Image Text:Problem 1: (a) Derive the relation of the shortest wavelength limit of X-rays generated with the applied voltage "V". (b) The below diagram shows for a characteristics X-ray spectrum as a function of applied voltage, tabulate the shortest wavelength of X-rays generated from each voltage. 10 100kV B BOKV 60kV 40kV 20kV 0.01 0.02 0.05 0.1 0.2 0.4 Wavelength (nm) (c) Considering the single-electron scattering, imagine an X-ray is scattered by an electron and the scattered intensity is 0.81 times compared to the incident X-ray intensity. If the scattering radius is 0.00302 pm, calculate the angle of scattering. Intensity (a.u.]
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