618
Appendix: Problem Index
Available energy for the incident proton of known momentum
on a target proton of Fermi momentum when it is (a) parallel
(b) antiparallel (c) orthogonal
6.68
Elastic scattering of an antiproton with a stationary proton
6.69
Formula for the KE acquired by recoiling target nucleus when
elastically scattered by ultra-relativistic electron
6.70
Formula for particle mass (Mm e ) of momentum p when
elastically scattered by electron
6.71
P max transferred to electron in high energy neutrino-electron
collision
6.72
In the relativistic elastic collision of mass m 1 with m 2 (m 1 > m 2 )θ max
for m 2 depends only on particle masses.
6.73
Formula for 4-momentum transfer squared in collision with electron 6.74
Momenta and velocity of electron in photon–electron collision
6.75
6.2.4 Invariance Principle
Compton scattering wavelength shift using 4-vectors
6.76
Squared four-momentum transfer in high energy electron scattering
at given angle
6.77
Mass of a particle which decays into two pions with equal
momentum at right angles to each other
6.78
Formula for mass of a particle decaying into two particles of known
mass, p, E and θ
6.79
Relations for Mandelstam variables
6.80, 81
Angle between two γ -rays from π
0 decay and θ min at E π 0 = 10 GeV 6.82
Rest energy of ω
0 in p
−
+ p → π
+
+ π
−
+ ω
0
6.83
Mass M of a composite particle formed in the collision of m 1 of
velocity v with m 2 at rest
6.84
Q-value of Λ-hyperon from the energy and angular measurements
of decay products
6.85
Mass, velocity and direction of a particle decaying into two particles
of momenta p 1 and p 2 at right angles and energy E 1 and E 2
6.86
Analysis of a V-type of event observed in a bubble chamber
6.87
Derivation of formula for the angle between two γ -rays in π
0 decay
from invariance principle
6.88
Maximum 4-momentum transfer in neutron decay
6.89
6.2.5 Transformation of Angles and Doppler Effect
Doppler wavelength shift of a receding star
6.90
Doppler wavelength shift of a nebula
6.91
For slow speed approximate formula for Doppler shift
6.92
Speed of a motorcycle at which red light would appear green
6.93
Color of light seen by a spaceship passenger when it appears orange
from earth
6.94
Doppler shift of sodium light moving in a circle
6.95
Emission angle of electron with energy E in scattering of neutrino
of energy E 0 with electron
6.96
Appendix: Problem Index
Available energy for the incident proton of known momentum
on a target proton of Fermi momentum when it is (a) parallel
(b) antiparallel (c) orthogonal
6.68
Elastic scattering of an antiproton with a stationary proton
6.69
Formula for the KE acquired by recoiling target nucleus when
elastically scattered by ultra-relativistic electron
6.70
Formula for particle mass (Mm e ) of momentum p when
elastically scattered by electron
6.71
P max transferred to electron in high energy neutrino-electron
collision
6.72
In the relativistic elastic collision of mass m 1 with m 2 (m 1 > m 2 )θ max
for m 2 depends only on particle masses.
6.73
Formula for 4-momentum transfer squared in collision with electron 6.74
Momenta and velocity of electron in photon–electron collision
6.75
6.2.4 Invariance Principle
Compton scattering wavelength shift using 4-vectors
6.76
Squared four-momentum transfer in high energy electron scattering
at given angle
6.77
Mass of a particle which decays into two pions with equal
momentum at right angles to each other
6.78
Formula for mass of a particle decaying into two particles of known
mass, p, E and θ
6.79
Relations for Mandelstam variables
6.80, 81
Angle between two γ -rays from π
0 decay and θ min at E π 0 = 10 GeV 6.82
Rest energy of ω
0 in p
−
+ p → π
+
+ π
−
+ ω
0
6.83
Mass M of a composite particle formed in the collision of m 1 of
velocity v with m 2 at rest
6.84
Q-value of Λ-hyperon from the energy and angular measurements
of decay products
6.85
Mass, velocity and direction of a particle decaying into two particles
of momenta p 1 and p 2 at right angles and energy E 1 and E 2
6.86
Analysis of a V-type of event observed in a bubble chamber
6.87
Derivation of formula for the angle between two γ -rays in π
0 decay
from invariance principle
6.88
Maximum 4-momentum transfer in neutron decay
6.89
6.2.5 Transformation of Angles and Doppler Effect
Doppler wavelength shift of a receding star
6.90
Doppler wavelength shift of a nebula
6.91
For slow speed approximate formula for Doppler shift
6.92
Speed of a motorcycle at which red light would appear green
6.93
Color of light seen by a spaceship passenger when it appears orange
from earth
6.94
Doppler shift of sodium light moving in a circle
6.95
Emission angle of electron with energy E in scattering of neutrino
of energy E 0 with electron
6.96