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Charged particles average energy losses

If a medium is considered as an ensemble of individual molecules, the average energy losses of a charged particle on electron retardation per unit path length can be calculated according to the formula... [Pg.304]

Stopping Power—The average rate of energy loss of a charged particle per unit thickness of a material or per unit mass of material traversed. [Pg.285]

See other pages where Charged particles average energy losses is mentioned: [Pg.34] [Pg.510] [Pg.260] [Pg.401] [Pg.2187] [Pg.48] [Pg.124] [Pg.169] [Pg.19] [Pg.29] [Pg.9] [Pg.12] [Pg.28] [Pg.11] [Pg.11] [Pg.32] [Pg.35] [Pg.37] [Pg.407] [Pg.205] [Pg.103] [Pg.437] [Pg.201] [Pg.552] [Pg.167] [Pg.205] [Pg.20] [Pg.20] [Pg.40] [Pg.43] [Pg.45] [Pg.411] [Pg.748] [Pg.520] [Pg.1611] [Pg.1904] [Pg.2471] [Pg.104] [Pg.137] [Pg.364] [Pg.60] [Pg.63]

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Average particle energy

Charge loss, particles

Charged particles

Charged particles energy loss

Charging energy

Energy average

Energy charge

Particle average

Particle charge

Particle charging

Particle energy