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Homework problems from chapter 27 of phys 135b, focusing on ionization energy, atomic radii, nuclear diameters, and nuclear reactions. Students are asked to calculate the energy required to ionize a hydrogen atom, the ionization energy of doubly ionized lithium, and determine if a photon emitted during a helium transition can be absorbed by hydrogen atoms. Additionally, students will calculate the radius and energy of an excited hydrogen atom, estimate the diameters of various nuclei, and investigate the energy changes during alpha particle decay and nuclear fusion reactions.
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Dr. Zorba Chapter 27: 1 - ) P49 How much energy is needed to ionize a hydrogen atom in the n^ =^2 state?
2 + which has Z =^3.
atom makes a transition from the n^ =^6 state to the n = (^2) state, emitting a photon. Can that photon be absorbed by hydrogen atoms present in the Sun? If so, between what energy states will the hydrogen atom jump? 4 - ) P60 An excited hydrogen atom could, in principle, have a radius of 1.00 mm. What would be the value of n for a Bohr orbit of this size? What would its energy be? The rest is covered in Chapters 30 and 31: 5 - ) Estimate the diameter of the following nuclei: (a) 11 H (b) 2040 Ca (c) 82208 Pb (d) 92235 U 6 - ) Say, you want to break an Alpha particle into its constituents (protons, neutrons, electrons). Given are: mass of Alpha particle = 4.0026u, mass of 2 protons = 2.0156u, mass of 2 neutrons = 2.0173u, where u is the atomic mass unit = 1.66x10-^27 kg. Would this require energy, or would it release energy? Show this by calculating the reaction energy, Q. 7 - ) In fusion reactions, usually two light nuclei combine to form one heavier nucleus. When one measures the sum of the masses of the two light nuclei and the resulting heavier nucleus, one sees that the latter is not matching exactly the former. In fact, the latter is a bit less massive than the sum of the masses of the two lighter nuclei. Why is this? Where did the difference in mass go? 8 - ) (a) What is fission? (b) What is fusion? 9 - ) Calculate the binding energy and the average binding energy per nucleon of Also, ,. 10 - ) Find the reaction energy, Q, and indicate the type for the following nuclear reaction: , where the masses are as follows: