Chapter 43: Q7P (page 1331)
At what rate must nuclei undergo fission by neutron bombardment to generate energy at the rate of 1.00 W? Assume that Q=200 MeV.
Short Answer
The rate at which nuclei undergo fission by neutron bombardment. .
Chapter 43: Q7P (page 1331)
At what rate must nuclei undergo fission by neutron bombardment to generate energy at the rate of 1.00 W? Assume that Q=200 MeV.
The rate at which nuclei undergo fission by neutron bombardment. .
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In Fig. 43-10, the equation for n(K), the number density per unit energy for particles, n(K)iswhere nis the total particle number density. At the center of the Sun, the temperature isand the average proton energyis 1.94 keV. Find the ratio of the proton number density at 5.00keVto the number density at the average proton energy.
If we split a nucleus into two smaller nuclei, with a release of energy, has the average binding energy per nucleon increased or decreased?
(a) Calculate the disintegration energy Q for the fission of the molybdenum isotope into two equal parts. The masses you will need are 97.90541u for and 48.95002u for . (b) If Q turns out to be positive, discuss why this process does not occur spontaneously.
Calculate the Coulomb barrier height for nuclei that are fired at each other with the same initial kinetic energy K.(Hint: Use Eq. 42-3 to calculate the radii of the nuclei.)
For overcoming the Coulomb barrier for fusion, methods other than heating the fusible material have been suggested. For example, if you were to use two particle accelerators to accelerate two beams of deuterons directly toward each other so as to collide head-on, (a) what voltage would each accelerator require in order for the colliding deuterons to overcome the Coulomb barrier? (b) Why do you suppose this method is not presently used?
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