COMPTON EFFECT
COMPTON EFFECT
The compton effect states x-rays scattered by loosely bound electrons of target element have reduced energy and frequency. This phenomenon describes scattering between radiation and matter and confirms the particle nature of light.
EXPERIMENTAL ARRANGEMENT
The main apparatus used in experiment consists of
X-RAYS TUBE
GRAPHITE TARGET
AND
DETECTOR 'D'
WORKING
A beam of x-rays having wavelength ^lemda falls on graphite target 'T'. The intensity of scattered x-rays is measured as a function of wavelenth by detector 'D' at various scattering angles 0(Theta) .
EXPERIMENTAL RESULT
The spectrum of experimental results is shown in diagram. It shows scattered x-rays beam has less penetration than incident beam.
The incident x-rays beam has intensity peak at a single wavelength but scattered beam has intensity peaks at two wavelengths.
One intensity peak has same wavelength ^(lemda) as incident beam but second intensity peak is at wavelength ^(lemda) larger by amount dalta lemda(^) called Compton shift.
The Compton shift in wavelength varies with scattering angle 0 (Theta).
The compton effect states x-rays scattered by loosely bound electrons of target element have reduced energy and frequency. This phenomenon describes scattering between radiation and matter and confirms the particle nature of light.
EXPERIMENTAL ARRANGEMENT
The main apparatus used in experiment consists of
X-RAYS TUBE
GRAPHITE TARGET
AND
DETECTOR 'D'
WORKING
A beam of x-rays having wavelength ^lemda falls on graphite target 'T'. The intensity of scattered x-rays is measured as a function of wavelenth by detector 'D' at various scattering angles 0(Theta) .
EXPERIMENTAL RESULT
The spectrum of experimental results is shown in diagram. It shows scattered x-rays beam has less penetration than incident beam.
The incident x-rays beam has intensity peak at a single wavelength but scattered beam has intensity peaks at two wavelengths.
One intensity peak has same wavelength ^(lemda) as incident beam but second intensity peak is at wavelength ^(lemda) larger by amount dalta lemda(^) called Compton shift.
The Compton shift in wavelength varies with scattering angle 0 (Theta).
0 Comments:
Post a Comment
Subscribe to Post Comments [Atom]
<< Home