3.6 Nuclear Energy Flashcards
What is the unified atomic mass unit, u?
It is exactly one twelfth of the mass of one atom of carbon-12. Thus one atom of carbon-12 has a mass of exactly 12u.
It is also the mean mass for a nucleon (Neutron/ proton)
1.66 x 10^-27 kg
What is the binding energy of a nucleus?
The energy that has to be supplied in order to dissociate a nucleus into its constituent nucleons. (it is NOT the energy that a nucleus possesses)
What is the energy of one u?
u: 931MeV
What is the mass defect and what is it equal to?
The difference in mass between the total mass of individual nucleons of an atom compared to the actual mass
The mass difference is the binding energy
What is the binding energy per nucleon?
The binding energy of an atom divided by the mass number (nucleon number)
What is fusion?
When smaller nucleon number nuclei combine to form larger nuclei with a larger nucleon number.
What is fission?
Larger nucleon number nuclei split to form smaller nuclei with a smaller nucleon number.
Explain the binding energy per nucleon curve and why energy is released from fission and fusion.
Explain fission and fusion in relation to the curve.
Fission
Energy is needed to break the atoms into their constituent nuclei but as they combine energy is released due to a mass defect. As the heavier atoms such as uranium have a lower binding energy per nucleon compared to its two products, when the atom is split their is a mass defect causing energy to be released.
Fusion
When two hydrogen atoms combine to create a helium atom, the helium has a greater binding energy per nucleon than the two hyrdrogen causing energy to release from the mass defect
How is hydrogen atoms fused into helium?
Start with 6 hydrogen atoms and they need to be a very very very hot plasma to overcome the coulombic interactions (nuclei are positive so repel unless they have a high kinetic energy)
1) Two hydrogen combine to create deuterium, positron and electron neutrino. ¹H + ¹H -> ²H + (B+) + Ve
2) Another hydrogen combines with the deuterium to create an isotope of helium and gamma (energy). H + ²H -> ³He + γ
(repeat step 1 and 2)
3) Two helium isotopes combine to create a normal helium and two hydrogen
³He + ³He -> ⁴He +2¹H
The mass of the helium is less than mass of 6 hydrogen