Revision as of 11:19, 17 January 2006 edit88.104.137.90 (talk) invariant link should probably point to invariant_(physics)← Previous edit | Revision as of 00:52, 30 January 2006 edit undoKrovisser (talk | contribs)386 editsm mathNext edit → | ||
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The invariant mass of a system of decay particles is related to the rest mass of the original particle by the following equation: | The invariant mass of a system of decay particles is related to the rest mass of the original particle by the following equation: | ||
:<math>\mbox{W}^2\mbox{c}^4=(\Sigma \mbox{E})^2-(\Sigma \mbox{pc})^2</math> | |||
Where: | |||
where: | |||
: W is the invariant mass of the system of particles | : <math>W</math> is the invariant mass of the system of particles | ||
: |
: <math>\Sigma E</math> is the sum of the energies of the particles | ||
: |
: <math>\Sigma pc</math> is the vector sum of the ] of the particles (includes both magnitude and direction of the momenta) times the speed of light, <math>c</math> | ||
: c is the speed of light | |||
== See also == | == See also == |
Revision as of 00:52, 30 January 2006
In particle physics, the mathematical combination of a particle's energy and its momentum to give a value for the mass of the particle at rest. The invariant mass is the same for all frames of reference (see Special Relativity).
The invariant mass of a system of decay particles is related to the rest mass of the original particle by the following equation:
Where:
- is the invariant mass of the system of particles
- is the sum of the energies of the particles
- is the vector sum of the momenta of the particles (includes both magnitude and direction of the momenta) times the speed of light,