Examples of 'stationary states' in a sentence
Meaning of "stationary states"
In physics, stationary states refer to stable or equilibrium states of a system where certain physical properties remain constant over time. These states are typically characterized by a balance of forces or energies, and they often represent the lowest energy configurations of the system
How to use "stationary states" in a sentence
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stationary states
They are stationary states with infinite lifetime.
They are also called stationary states.
These stationary states will typically be distinct in energy.
Wave functions of this form are called stationary states.
We determine the stationary states of this reaction system.
Equivalent circuit for the study of stationary states.
They are stationary states.
Electrons do not emit radiation while in one of these stationary states.
Stability of stationary states.
You can calculate the discrete energy values of the stationary states.
Bohr introduced the idea of stationary states in which the atom was stable.
Perturbation Theory for finding approximate stationary states.
Assuming that the three phases are in stationary states while keeping the balance is sufficient.
That is why, these orbits are also called stationary states.
In chemistry, stationary states are atomic and molecular orbitals.
See also
The condition for stationary states.
The macroscopic limit can be used to model isothermal thermodynamic transformations between non-equilibrium stationary states.
Time evolution and stationary states.
The stationary states ( quantum states ) of the hydrogen-like atoms are its atomic orbitals.
It disappears in stationary states.
The available stationary states displayed as horizontal bars of varying darkness according to | ψi ( x ) | 2.
This allows to substitute the eigenvalues of the stationary states in the total hamiltonian.
What is more, each of these stationary states allows for a single, well-defined energy.
No rest-mass means no rest-energy and no local stationary states.
This seems to contradict the idea that stationary states should have unchanging properties.
The long time evolutions and the jump between stationary states are also treated.
These are the so-called Stationary States of the system.
The third chapter is concerned with the computation of stationary states for the Gross-Pitaevskii equation.
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