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- assumptions of semiclassical model of electron dynamics
Why do we exclude interband transitions in semiclassical model of electton dynamics? I mean why it is an assumption in this model?
This is the thing I didn't consider and now help me to understand...Lord Jestocost said:The semiclassical model of the electron dynamics in crystals is based upon the assumption that the wave packet representing the electron is a superposition of Bloch states from a single band
The semiclassical model of electron dynamics is a theoretical framework that combines classical mechanics and quantum mechanics to describe the motion and behavior of electrons in a system. It takes into account both the wave-like and particle-like nature of electrons, allowing for a more accurate description of their behavior.
The classical model describes electrons as particles with well-defined positions and velocities, while the semiclassical model incorporates the wave-like nature of electrons. This allows for a more accurate description of phenomena such as electron tunneling and interference.
The semiclassical model is limited in its ability to accurately describe certain quantum phenomena, such as the behavior of particles at the atomic and subatomic level. It also does not take into account the effects of quantum entanglement and superposition.
The semiclassical model is commonly used in fields such as solid state physics, where it can provide insights into the behavior of electrons in materials and devices. It is also used in the development of technologies such as transistors and lasers.
Some current research areas related to the semiclassical model include the development of more accurate and efficient numerical methods for solving the equations of motion, as well as its application to new materials and devices. There is also ongoing research on incorporating the effects of relativity into the model.