What Schrodinger Equation Describes

In summary, the Schrödinger Equation contains all the dynamical information about the wave function, meaning it provides the values of observables and their evolution over time. This equation allows us to understand the dynamics of the wave function and how it changes over time.
  • #1
musashi1029
8
0
Hello.

I have a conceptual question about Schrodinger Equation.
In the textbook, it says that "Schrodinger Equation contains all the dynamical information that can be known about the wave function", but what exactly is "all dynamical information about the wave function"?

Thanks in advance.
 
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  • #2
musashi1029 said:
Hello.

I have a conceptual question about Schrodinger Equation.
In the textbook, it says that "Schrodinger Equation contains all the dynamical information that can be known about the wave function", but what exactly is "all dynamical information about the wave function"?

It contains all the values of the observables that you can measure, and how they evolve with time.

Zz.
 
  • #3
musashi1029 said:
In the textbook, it says that "Schrodinger Equation contains all the dynamical information that can be known about the wave function", but what exactly is "all dynamical information about the wave function"?
What that sentence means is just that the Schrödinger equation tells you everything there is to know about how the wave function changes with time. ("Dynamics" is about how things change with time).

You might find post #8 in this thread interesting too.
 

Related to What Schrodinger Equation Describes

1. What is the Schrodinger equation?

The Schrodinger equation is a mathematical equation that describes the behavior of quantum particles, such as electrons, in a given system. It was developed by Austrian physicist Erwin Schrodinger in 1926 and is a fundamental equation in quantum mechanics.

2. What does the Schrodinger equation describe?

The Schrodinger equation describes the evolution of a quantum system over time. It gives the probability of finding a quantum particle in a particular state at a specific time, taking into account factors such as energy and potential barriers.

3. How is the Schrodinger equation used in science?

The Schrodinger equation is used in many fields of science, including physics, chemistry, and engineering. It is essential for understanding the behavior of atoms, molecules, and other quantum systems. It is also used in developing new technologies, such as quantum computing.

4. What are the assumptions of the Schrodinger equation?

The Schrodinger equation is based on several assumptions, including the wave-particle duality of quantum particles and the superposition principle, which states that a quantum particle can exist in multiple states simultaneously. It also assumes that the wave function describing the particle's state is continuous and differentiable.

5. Is the Schrodinger equation always accurate?

The Schrodinger equation is a highly accurate and widely used equation in quantum mechanics. However, it is not a complete theory, and there are certain situations, such as at very high energies or in the presence of strong gravitational fields, where it does not accurately describe the behavior of particles. In these cases, more advanced theories, such as quantum field theory and general relativity, are needed.

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