The "Triple-Alpha Process" is a nuclear fusion process that fuses three "He into one 1²C, 3 4He → 1²C+ energy. (The 4He nucleus is called an “alpha particle," which is related to alpha radiation.) If the nuclei are all in their ground states, and have negligible kinetic energy, how much energy is released in this reaction? Of course, this process to occur if the total energy of three "He particles is equal to one of the allowed energy states of 12C. It turns out that there is an excited state of the 12C nucleus, call it 12C*, that is 7.656 MeV above the ground state nucleus. Calculate the mass of 12C* and its binding energy. this is not how quantum mechanics works. It's much more likely for

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The "Triple-Alpha Process" is a nuclear fusion process that fuses three "He into
one 12C, 3 4He → 12C+ energy. (The 4He nucleus is called an "alpha particle,"
which is related to alpha radiation.) If the nuclei are all in their ground states,
and have negligible kinetic energy, how much energy is released in this reaction?
Of
course,
this is not how quantum mechanics works. It's much more likely for
this process to occur if the total energy of three "He particles is equal to one of
the allowed energy states of 12C. It turns out that there is an excited state of
the 12C nucleus, call it 12C*, that is 7.656 MeV above the ground state nucleus.
Calculate the mass of 12C* and its binding energy.
Transcribed Image Text:The "Triple-Alpha Process" is a nuclear fusion process that fuses three "He into one 12C, 3 4He → 12C+ energy. (The 4He nucleus is called an "alpha particle," which is related to alpha radiation.) If the nuclei are all in their ground states, and have negligible kinetic energy, how much energy is released in this reaction? Of course, this is not how quantum mechanics works. It's much more likely for this process to occur if the total energy of three "He particles is equal to one of the allowed energy states of 12C. It turns out that there is an excited state of the 12C nucleus, call it 12C*, that is 7.656 MeV above the ground state nucleus. Calculate the mass of 12C* and its binding energy.
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