Basic concepts Flashcards
Attenuation
-dN = N ·μ/ρ · dx
N(x) = N_0 · e^(-μ/ρ· x )
Wavelength - Energy
E(keV) = 1.2398 / λ (nm)
Compton scattering. Energy and angles
E = hν_0 ·αf /(1+αf)
hν’ = hν_0 / (1+αf)
1/tan (θ) = (1 + α)·tan(ɸ)
α = hν_0/ m_ec^2 = hν_0/511keV
f = 1 - cos(ɸ)
θ : Angle of electron
ɸ : Angle of scattered photon
hν’ : Energy of scattered photon
hν_0 : Energy of incoming photon
Compton scattering. Energy and angles
E = hν_0 ·αf /(1+αf)
hν’ = hν_0 / (1+αf)
1/tan (θ) = (1 + α)·tan(ɸ)
α = hν_0/ m_ec^2 = hν_0/511keV
f = 1 - cos(ɸ)
θ : Angle of electron
ɸ : Angle of scattered photon
hν’ : Energy of scattered photon
hν_0 : Energy of incoming photon
Compton effect likelihood / proportionality:
σ/ρ ∝ N_A · Z/A
Photo electric effect, likelihood/proportionality
τ/ρ ∝ Z^3/E^3
Pair production, likelihood/proportionality
κ/ρ ∝ Z^2 · P(hν)
Bremsstrahlung likelihood/propability
Z^2×z /m
z: charge of particle
m: mass of particle