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Compton Scattering Experiment. John Klumpp And Ainsley Niemkiewicz. What is Compton Scattering?. Occurs when incident photon interacts with free electron Produces scattered photon and recoil electron. What Does it Predict?.
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Compton Scattering Experiment John Klumpp And Ainsley Niemkiewicz
What is Compton Scattering? • Occurs when incident photon interacts with free electron • Produces scattered photon and recoil electron
What Does it Predict? • The energy of the scattered photon is dependent on the angle of its deflection. • Expressing energy in terms of wavelength, this relation reads: • Or, alternatively,1/E – 1/Eo = m-1(1 – cos(θ))
What About the Scattering Cross Section? • This is predicted by the Klein-Nishina Formula:
What Does Measuring Compton Scattering Tell Us? • Electron Mass • Highly suggestive of the particle properties of photons • Refutes Classical Scattering
How Do We Measure Compton Scattering? • Scatter gamma rays from a Cesium137 source against a copper target • Detect scattered photons using scintillation detector which revolves about the target
Calibrate MCA using peaks of Cs137, Ba133, Co57, and Co60 and their known energies • Collect data for angles 30-90 in increments of 10, and angles 105-150 in increments of 15
Energy Peaks • Subtract background • Calculate energy at each angle
Energy vs. Angle The slope of this line represents the inverse of the electron mass. Result: M = 474 keV
Sources of Uncertainty • Statistical-Uncertainty on energy ~ 0.15% – 0.3%-Total statistical uncertainty ~ 1% • Systematic-Placement of angle ~ .5o-Huge change in calibration constant ~5% • Final result: M =475 +/ 31 keV
Conclusion • Substantial uncertainty • Known value does lie within uncertainty • Cross sections agree with quantum/ relativistic predictions • Confirms particle properties of light • Should be done in one day to minimize changes in calibration constant