1. Above the sample, the electron wave can be approximated as a plane wave. 2. The contrast of a HRTEM image arises from the electron wave with itself. 3. Over a limited distance, the electron wave function will remain coherent. 4. When an electron wave passes through a sample in the TEM, complex interactions occur. 5. These images revealed interference between two electron waves on their way to the detector. 6. See the article on electromagnetic electron waves for more detail. 7. The electron waves vanish if the microscope is switched off. 8. Finding the Hartree Fock one-electron wave functions is now equivalent to solving the eigenfunction equation: 9. With F-mixing, once a single electron wave function is calculated it is not used directly. 10. We have not yet discovered the general dynamic equation for the evolution of electron waves .
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