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nhk150709
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If an electron is in an infinite 1-D square well of width L, how do you get oscillation frequency of the probability density for any energy state n?
nhk150709 said:If an electron is in an infinite 1-D square well of width L, how do you get oscillation frequency of the probability density for any energy state n?
SpectraCat said:You think about the meaning of the phrase "stationary state" ...
Oscillation frequency refers to the rate at which the probability density function changes over time. It is a measure of how quickly the probability of a specific outcome changes as time passes.
The oscillation frequency of probability density is determined by the underlying dynamics of the system. It can be calculated by analyzing the behavior of the system over time and identifying patterns or cycles in the probability density function.
Yes, the oscillation frequency of probability density can change depending on external factors or changes in the system itself. For example, if the system experiences a sudden disturbance or change, it may result in a different oscillation frequency.
The oscillation frequency of probability density is closely related to the concept of equilibrium. In a system that is in equilibrium, the oscillation frequency may be zero or very low, indicating a stable and balanced state. As the system moves away from equilibrium, the oscillation frequency may increase, reflecting the system's changing dynamics.
Yes, the oscillation frequency of probability density can be used to make predictions about future outcomes in a system. By analyzing the changes in the probability density function over time, scientists can make estimations about the likelihood of future events or outcomes.