Chapter 40471P40.25(a)Conservation of momentum in the xdirection gives:pppeγγθφ=′+coscosor since =,hpheλλθ0=+′FHGIKJcos .Conservation of momentum in the ydirection gives:0=′−eγθθsinsin ,which (neglecting the trivial solution =0) gives:he=′=′λ.Substituting  into  gives: hh02=′cos , or′=20cos .Then the Compton equation is′−=−01hmcecosafgiving2100λθcoscos−=−heafor1102coscos−hceaf.Since Ehc=0, this may be written as:12coscosFHGIKJ−Eewhich reduces to:22+FHGIKJEEeecosor cos....=++=++=EEee222051108800732MeVMeV1.02 MeVMeVso that ==°43 0(b)Using Equation (3):′=°EhchcE043 00602602coscos.cos..MeV
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This note was uploaded on 12/14/2011 for the course PHY 203 taught by Professor Staff during the Fall '11 term at Indiana State University .