The square of theamplitude of this process gives the magnitude of d sigma d omega.
One equation important to understand this process is derived by rearranging the Schrodinger equationand then adding an i times epsilon term to a denominator because E minus H sub zero is singular. Oneoperator important in understanding this process has poles corresponding to bound states and maps in-statesto out-states. One quantity important in describing it can be found using the partial wave expansion, and inthis process the (*) incident waves are assumed to be plane waves in the Born approximation. The square of theamplitude of this process gives the magnitude of d sigma d omega. The hard-sphere variety of this process has anangle-independent differential cross section. For 10 points, name this process in which a particle bounces off anotherand changes direction.
One equation important to understand this process is derived by rearranging the Schrodinger equationand then adding an i times epsilon term to a denominator because E minus H sub zero is singular.
scattering