By I. E Irodov
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Additional resources for A collection of problems in atomic and nuclear physics
4. 025 eV. 0 m? 5. 6 per cent during 100 days. 6. Determine the age of ancient wooden items, if it is known that the specific activity of 14C nuclide amounts to 3/5 of that in lately felled trees. 11. 7. lg of 24Na radionuclide. What will its activity be after one day? 8. 20 Ci. 11. 9. Calculate the specific activity of pure 239PU. 10. How many milligrams of beta-active 89Sr should be added to 1 mg of inactive strontium to make the specific activity of the preparation equal to 1370 Ci/g? 11. 10 3 S-l.
71 A. 21. 0 em from the fIlm. 1 mm. Calculate the lattice constant. The lattice is known to be a space-centered cubic one. 22. 4. Taking into account that the diameters of these rings are considerably smaller than the distance between the film and the screen, determine the type of the lattice (face- or space-centered). 0 n BINDING ENERGY. 3 mm. The incident beam direction is perpendicular to the rotation axis (the camera's axis). The X-ray pattern comprises the system of maxima distributed over the layer lines (Fig.
3) where e = I n - (n) I is the deviation from the mean, a is the standard error of a single measurement, a= • y (n) ~ l/71. Standard error of the sum or difference of independent measurements a= Ya~+aH- ... 4) where at are the standard errors of independent measurements. 1. Find the decay probability for a nucleus during the time interval t, if its decay constant is equal to 'A. 2. Demonstrate that the mean lifetime of radioactive nuclei equal 't = 1/'A, where 'A is their decay constant.
A collection of problems in atomic and nuclear physics by I. E Irodov