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Probability amplitude

Terminology of quantum mechanics
In quantum mechanics, the probability amplitude is also called Quantum amplitude , is a complex function that describes the quantum behavior of particles. For example, probability amplitude can describe the position of particles. When describing the position of particles, the probability amplitude is a wave function, expressed as a function of position. This wave function must satisfy Schrodinger equation
Chinese name
Probability amplitude
Foreign name
probability amplitude
Definition
Also known as Quantum amplitude
Applied discipline
Terminology of quantum mechanics
Category
science and engineering
Involved
Schrodinger equation

catalog

concept

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For a given quantum state
, quantum mechanics calculates a force quantity
The way to take the probability of various values in the quantum state is to
Force learning
Eigenfunction system of
open:
Where expansion coefficient
It is called probability amplitude,
Is the mechanical quantity
Take the first
The probability of three eigenvalues.
The sum of the probabilities of various values is 1, that is
If mechanical quantity
The eigenvalues of are continuous. Just change the sum to integral, and the square of its expansion coefficient modulus is the probability density corresponding to the eigenvalues. [1]

Fundamentals

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Used to describe Probability wave Wave function of
It is called probability amplitude. In the probability amplitude description,
Means on
Volume element at point
The probability of finding the microscopic material, or taking the coordinates of particles
And will
It is understood as taking the momentum of particles
Probability. When microscopic particles pass through Young double slit, somewhere on the receiving screen
The amplitude of is supposed to be the superposition of probability amplitude propagated through two slits, namely:
It can be seen that using probability amplitude to understand de Broglic wave can well describe the Wave particle duality : Probability amplitude
It is wave amplitude, which can overlap and interfere with each other, reflecting the fluctuation of microscopic particles; Once (with
Probability) in
When observed, it presents a complete particle image. [2]