Bethe formula for stopping power

E75705

The Bethe formula for stopping power is a fundamental equation in particle physics that quantifies the energy loss of fast charged particles as they pass through matter.


Statements (48)
Predicate Object
instanceOf energy loss formula
physical formula
stopping power formula
appliesTo alpha particles
charged pions
heavy charged particles
muons
protons
relativistic charged particles
assumes interaction primarily with atomic electrons
single particle moving in homogeneous medium
category radiation–matter interaction
theoretical particle physics
dependsOn atomic number of the medium
mass density of the medium
material electron density
mean excitation potential of the medium
particle charge
particle velocity
relativistic beta factor
relativistic gamma factor
describes electronic stopping power
energy loss of fast charged particles in matter
developedIn 20th century
field nuclear physics
particle physics
radiation physics
generalizationOf classical stopping power expressions
includesTerm density effect correction
logarithm of particle velocity and material properties
shell correction
lessAccurateFor very high energy particles with radiative losses
very low energy particles
namedAfter Hans Bethe
quantityDescribed mean rate of energy loss per unit path length
stopping power
relatedTo Bethe–Bloch formula
symbolicallyRepresents -dE/dx
usedIn accelerator physics
detector design
dosimetry
radiation shielding calculations
space radiation analysis
usesConstant Avogadro constant
classical electron radius
electron mass
speed of light
validFor high energy charged particles

Referenced by (3)
Subject (surface form when different) Predicate
Hans Bethe ("Bethe–Bloch theory")
notableIdea
Hans Bethe
notableWork
Bethe formula for stopping power ("Bethe–Bloch formula")
relatedTo

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