Appendix: Problem Index
627
9.2.9 Emulsions
Range-energy graph for
2 H and
3 He
9.66
9.2.10 Motion of Charged Particles in Magnetic Field
p = 0.3Br
9.67
An energetic proton heading toward earth’s centre just
misses it
9.68
Null deflection in crossed E and B
9.69
Mass of particle from E and r
9.70
Deflection of a particle in magnetic field
9.71
An electron recrossing x-axis in electric field
9.72
Radius of curvature of helical path
9.73
A proton circling around magnetic equator
9.74
Power delivered to earth by cosmic rays
9.75
Mass spectroscopy of kaons
9.76
9.2.11 Betatron
Electron energy
9.77
Number of revolutions, E max and
9.78
9.2.12 Cyclotron
KE in terms of r and B
9.79
Field strength and acceleration time
9.80
ΔB for cyclotron resonance
9.81
Resonance condition for P, D, α
9.82
Range of frequency modulation in synchrocyclotron
9.83
Calculation of B and r for given E max and f
9.84
Drop of B for cyclotron resonance when alphas are accelerated
instead of deuterons
9.85
T max imparted to electron from proton collision
9.86
To calculate final frequency from given initial frequency and E max
for protons
9.87
9.2.13 Synchrotron
R of protons for given B and E
9.88, 89
Percentage depth of modulation
9.90
Energy loss in electron synchrotron
9.91
Derivation of R = m 0 c(n
2
+ 2n)
1/2
/qB, n = T/m 0 c
2
9.92
Proton energy when B rises to known value
9.93
Acceleration of D and
3 He when protons are replaced
9.94
Given B, V, φ s and T max for protons, to find r, t to calculate Δf
(initial), frequency modulation range
9.95
Feasibility of 500 GeV electron synchrotron
9.96
KE of proton in known orbit making 1 revolution/μs
9 . 9 7
For an electron synchrotron to find initial RF, total time and
distance traveled
9.98
627
9.2.9 Emulsions
Range-energy graph for
2 H and
3 He
9.66
9.2.10 Motion of Charged Particles in Magnetic Field
p = 0.3Br
9.67
An energetic proton heading toward earth’s centre just
misses it
9.68
Null deflection in crossed E and B
9.69
Mass of particle from E and r
9.70
Deflection of a particle in magnetic field
9.71
An electron recrossing x-axis in electric field
9.72
Radius of curvature of helical path
9.73
A proton circling around magnetic equator
9.74
Power delivered to earth by cosmic rays
9.75
Mass spectroscopy of kaons
9.76
9.2.11 Betatron
Electron energy
9.77
Number of revolutions, E max and
9.78
9.2.12 Cyclotron
KE in terms of r and B
9.79
Field strength and acceleration time
9.80
ΔB for cyclotron resonance
9.81
Resonance condition for P, D, α
9.82
Range of frequency modulation in synchrocyclotron
9.83
Calculation of B and r for given E max and f
9.84
Drop of B for cyclotron resonance when alphas are accelerated
instead of deuterons
9.85
T max imparted to electron from proton collision
9.86
To calculate final frequency from given initial frequency and E max
for protons
9.87
9.2.13 Synchrotron
R of protons for given B and E
9.88, 89
Percentage depth of modulation
9.90
Energy loss in electron synchrotron
9.91
Derivation of R = m 0 c(n
2
+ 2n)
1/2
/qB, n = T/m 0 c
2
9.92
Proton energy when B rises to known value
9.93
Acceleration of D and
3 He when protons are replaced
9.94
Given B, V, φ s and T max for protons, to find r, t to calculate Δf
(initial), frequency modulation range
9.95
Feasibility of 500 GeV electron synchrotron
9.96
KE of proton in known orbit making 1 revolution/μs
9 . 9 7
For an electron synchrotron to find initial RF, total time and
distance traveled
9.98