DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field B → that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f ) of the alpha particle as a function of the magnetic field strength B . Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2 e . On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm? Figure F27.80
DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field B → that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f ) of the alpha particle as a function of the magnetic field strength B . Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2 e . On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm? Figure F27.80
DATA You are a technician testing the operation of a cyclotron. An alpha particle in the device moves in a circular path in a magnetic field
B
→
that is directed perpendicular to the path of the alpha particle. You measure the number of revolutions per second (the frequency f) of the alpha particle as a function of the magnetic field strength B. Figure F27.80 shows your results and the best straight-line fit to your data, (a) Use the graph in Fig. P27.80 to calculate the charge-to-mass ratio of the alpha particle, which has charge +2e. On the basis of your data, what is the mass of an alpha particle? (b) With B = 0.300 T. what are the cyclotron frequencies f of a proton and of an electron? How do these f values compare to the frequency of an alpha particle? (c) With B = 0.300 T, what speed and kinetic energy does an alpha particle have if the radius of its path is 12.0 cm?
3. Four identical small masses are connected in a
flat perfect square. Rank the relative rotational
inertias (IA, IB, IC) about the three axes of
rotation shown. Axes A and B are in the plane of
the square, and axis C is perpendicular to the
plane, through mass m1.
ΙΑ
IB
m2
m1
m3
Ic
m4
(a) IA
Chapter 27 Solutions
University Physics with Modern Physics, Volume 2 (Chs. 21-37); Mastering Physics with Pearson eText -- ValuePack Access Card (14th Edition)
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