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What information about an electron is not provided by the quantum mechanics theory?
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Quantum mechanics can be used to calculate the probability of an electron's what at any given time?
An electron's location or momentum, but not both.
Examples of quantum mechanics in lymans terms?
Quantum mechanics deals with probabilities - where an electron might be found, for example. It's very difficult to put in lay terms, but "Quantum Reality" by Nick Herbert is very readable, and accurate.
What information does the first quantum of an electron give?
The energy level the electron is in
Which models of the atom reflects the unpredictable motion of the electron?
Quantum mechanics explains the unpredictable nature of the electron (and of subatomic particles in general).
Can you expound on quantum mechanics in less than 200 words?
Expound on quantum mechanics can be less than 200 words. You have to make sure it has all the details and information.
Is electron a particle or a ware?
Particle or wave? It is both or either, depending on how it is observed, as is everything else in quantum mechanics.
What information does the third quantum number of electron give?
The specific orbital the electron is in
What information does the first quantum number of an electron give?
The energy level the electron is in
What information does the first quantum number if an electron give?
The energy level an electron gives
What is sommerfield?
Sommerfield's model is a semi quantum-mechanics, a classical free electron model. However, it differs from the Drude's model since it is incorporate in a quantum mechanics idea such that : - Only discrete energy levels are allowed for the electron. - Together with the Pauli Exclussion Principle and Fermi-Dirac statistic which deal with the probability of occupancy of the energy states by electron. - The density of available states for the electron occupancy.
When was Principles of Quantum Mechanics created?
Principles of Quantum Mechanics was created in 1930.
What is sommerfield model?
Sommerfield's model is a semi quantum-mechanics, a classical free electron model. However, it differs from the Drude's model since it is incorporate in a quantum mechanics idea such that : - Only discrete energy levels are allowed for the electron. - Together with the Pauli Exclussion Principle and Fermi-Dirac statistic which deal with the probability of occupancy of the energy states by electron. - The density of available states for the electron occupancy.
