Exam 20: Nuclear Physics
Exam 1: The Electric Field I: Discrete Charge Distributions87 Questions
Exam 2: The Electric Field II: Continuous Charge Distributions75 Questions
Exam 3: Electric Potential108 Questions
Exam 4: Capacitance73 Questions
Exam 5: Electric Current and Direct-Current Circuits160 Questions
Exam 6: The Magnetic Field71 Questions
Exam 7: Sources of the Magnetic Field115 Questions
Exam 8: Magnetic Induction84 Questions
Exam 9: Alternating-Current Circuits119 Questions
Exam 10: Maxwells Equations and Electromagnetic Waves61 Questions
Exam 11: Properties of Light116 Questions
Exam 12: Optical Images143 Questions
Exam 13: Interference and Diffraction116 Questions
Exam 14: Wave Particle Duality and Quantum Physics153 Questions
Exam 15: Applications of the Schrodinger Equation54 Questions
Exam 16: Atoms128 Questions
Exam 17: Molecules44 Questions
Exam 18: Solids and the Theory of Conduction83 Questions
Exam 19: Relativity83 Questions
Exam 20: Nuclear Physics135 Questions
Exam 21: Elementary Particles and the Beginning of the Universe68 Questions
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Assuming that 200 MeV of energy is released per fission, the mass of 235U that undergoes fission to operate a 250-MW reactor for 1 y is approximately
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A reactor that produces more fuel than it uses is called a
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Fission occurs because the average binding energy per nucleon for the fission fragments is higher than that for the original nucleus. The change in binding energy per nucleon is approximately
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A fusion reaction that is highly probable is
The amount of fusion energy released in this reaction is approximately
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In this problem, Z is the atomic number, N is the neutron number, and A is the mass number. For stable isotopes with A greater than 44, as A increases, the ratio Z/N
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The following fusion reaction occurs in the Sun:
The masses of the nuclei are
3He = 3.016 049 u
4He = 4.002 604 u
7Be = 7.016 930 u
The energy released or absorbed by the reaction is
(Multiple Choice)
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The superscript before the symbol for an element represents the number of
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How much energy (in MeV) is released in the beta decay of a free neutron? Assume mass(proton) = 938.272 MeV/c2, mass(neutron) = 939.566 MeV/c2, mass(electron) = 0.511 MeV/c2, and mass(neutrino) = 0.000 MeV/c2.
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The graph shows the number of radioactive nuclei N remaining as a function of time. The point on the graph that corresponds to the half-life of the decay process is
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The alpha particles from a naturally radioactive decay have a kinetic energy of
4)25 MeV. How close does an alpha particle come within a gold nucleus if the particle is heading directly towards the nucleus? Give your answer in terms of number of radii of the gold atom, r = 7.0 fm.
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A sample of
(which decays by -emission) has an activity of 14.7 mCi. After
26)1 d it has an activity of 4.25 mCi. The half-life of 32P is approximately
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A 2000-year-old piece of dead wood gives 1400 counts per week in our detector system. How many counts per week would our system detect if the wood were living? (The half-life of 14C is 5730 years.)
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The main purpose of a moderator in a nuclear reactor is to
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Oxygen-15 is a + emitter that is often used in PET scans. It has a half-life of 122 seconds. Calculate how long it takes for the patient's initial activity to be reduced by a factor of 100.
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Cesium-137 has a half-life of 31.0 y. The time required for the cesium-137 now present to decrease to 1/30 its present value is
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