1. a. When the nucleus of a uranium-235 atom is divided into two smaller nuclei, mass is converted into energy. Where does this energy originate? b. Boron undergoes fission via thermal neutron capture to produce lithium-7, an alpha particle and energy in the following reaction: n+ "B- Li+ He Using the data below, calculate mass defect (in u and kg) and binding energy (in J and MeV) for this reaction. mass of a neutral boron atom 10.012 939 u mass of a neutral lithium-7 atom 7.016 005 u mass of a neutral helium-4 atom 4.002 603 u mass of a neutron 1.008 665 u
1. a. When the nucleus of a uranium-235 atom is divided into two smaller nuclei, mass is converted into energy. Where does this energy originate? b. Boron undergoes fission via thermal neutron capture to produce lithium-7, an alpha particle and energy in the following reaction: n+ "B- Li+ He Using the data below, calculate mass defect (in u and kg) and binding energy (in J and MeV) for this reaction. mass of a neutral boron atom 10.012 939 u mass of a neutral lithium-7 atom 7.016 005 u mass of a neutral helium-4 atom 4.002 603 u mass of a neutron 1.008 665 u
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TOPIC: NUCLEAR FUSION AND FISSION.
INSTRUCTIONS: ANSWER THE FOLLOWING AND SHOW COMPLETE SOLUTIONS.
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a. When the nucleus of a uranium-235 atom is divided into two smaller nuclei, mass is
converted into energy. Where does this energy originate?
b. Boron undergoes fission via thermal neutron capture to produce lithium-7, an alpha
particle and energy in the following reaction:
n+ "B- Li+ He
Using the data below, calculate mass defect (in u and kg) and binding energy (in J and
MeV) for this reaction.
mass of a neutral boron atom
10.012 939 u
mass of a neutral lithium-7 atom
7.016 005 u
mass of a neutral helium-4 atom
4.002 603 u
mass of a neutron
1.008 665 u"
Transcribed Image Text:1.
a. When the nucleus of a uranium-235 atom is divided into two smaller nuclei, mass is
converted into energy. Where does this energy originate?
b. Boron undergoes fission via thermal neutron capture to produce lithium-7, an alpha
particle and energy in the following reaction:
n+ "B- Li+ He
Using the data below, calculate mass defect (in u and kg) and binding energy (in J and
MeV) for this reaction.
mass of a neutral boron atom
10.012 939 u
mass of a neutral lithium-7 atom
7.016 005 u
mass of a neutral helium-4 atom
4.002 603 u
mass of a neutron
1.008 665 u
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