AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |
Back to Blog
Use wave equation to derive schrodinger10/31/2023 Examples are provided in Chapter 4, Activity 2, and Chapter 5, Activity 1. In this situation, the oscillatory time dependence does not cancel out in calculations, but rather accounts for the time dependence of physical observables. When a system is not is a stationary state, the wavefunction can be represented by a sum of eigenfunctions like those above. The equation is used to describe the behavior of electrons in atoms and molecules, and it has been central to the development of quantum mechanics. It is named after Austrian physicist Erwin Schrdinger, who developed the equation in 1926. A wavefunction with this oscillatory time dependence e-iωt therefore is called a stationary-state function. The Schroedinger Wave Equation is a wave equation that describes the behavior of a quantum system over time. We will see that all observable properties of a molecule in an eigenstate are constant or independent of time because the calculation of the properties from the eigenfunction is not affected by the time dependence of the eigenfunction. When molecules are described by such an eigenfunction, they are said to be in an eigenstate of the time-independent Hamiltonian operator.
0 Comments
Read More
Leave a Reply. |