nonrelativistic particle वाक्य
उदाहरण वाक्य
मोबाइल
- For states where one nonrelativistic particle is present, the initial wavefunction has a frequency distribution concentrated near " m " } }.
- We know for nonrelativistic particles that their mass density decreases proportional to the inverse volume of the Universe, so the equation above must be true.
- If so, it's more or less because spatial and temporal curvature contribute equally to the deflection when light is involved, while with nonrelativistic particles ( and in the Newtonian limit ) only the temporal curvature matters.
- Let's look at the example of a one-dimensional nonrelativistic particle with a 2D ( " i . e ., " two states ) internal degree of freedom called " spin " ( it's not really spin because " real " spin is a property of 3D particles ).
- To cosmologists it means " nonrelativistic particles ", which have the property that they dilute by a factor of x 3 when the universe expands by a linear factor of x ( or a volume factor of x 3 ) . " Radiation " is relativistic particles, which dilute by a factor of x 4 instead.
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