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What is Relativistic Energy-Momentum Relation about?
The energy–momentum relation in physics connects total energy, invariant mass, and momentum for particles, extending the mass-energy equivalence to systems with non-zero momentum. It is formulated as E² = (m₀c²)² + (pc)² and applies to both massive and massless particles, with special cases simplifying the equation under specific conditions. This relation is fundamental in relativistic mechanics and quantum field theory, serving as a basis for constructing relativistic wave equations.
- Author
- jason.yingjie.zang
- Language
- EN