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EGXPhys
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Modules | |
| Alpha Decay | |
| Beta Minus Decay | |
| Beta Plus Decay | |
| Electron Capture | |
| Neutron Emission | |
| Proton Emission | |
Functions | |
| template<typename T > | |
| T | EGXPhys::QValueInMeV (const T massProjectileInu, const T massTargetInu, const T massProduct1Inu, const T massProduct2Inu) |
| Calculates the Q-value, \(Q\), of a nuclear reaction in megaelectron volts. The Q-value allows you to determine if a nuclear reaction is endothermic or exothermic. More... | |
| template<typename T > | |
| T | EGXPhys::QValueInJ (const T massProjectileInu, const T massTargetInu, const T massProduct1Inu, const T massProduct2Inu) |
| Calculates the Q-value, \(Q\), of a nuclear reaction in joules. The Q-value allows you to determine if a nuclear reaction is endothermic or exothermic. More... | |
Calculates the Q-value, \(Q\), of a nuclear reaction.
| T EGXPhys::QValueInJ | ( | const T | massProjectileInu, |
| const T | massTargetInu, | ||
| const T | massProduct1Inu, | ||
| const T | massProduct2Inu | ||
| ) |
Calculates the Q-value, \(Q\), of a nuclear reaction in joules. The Q-value allows you to determine if a nuclear reaction is endothermic or exothermic.
The Q-value, \(Q\), is the energy released during a nuclear reaction. The Q-value can be positive, negative or zero. For \(Q < 0\) the reaction is endothermic/endoergic resulting in the kinetic energy of the reaction being converted into mass or binding energy. For \(Q > 0\) the reaction is exothermic/exoergic resulting in the mass or binding energy being released as kinetic energy.
To calculate the Q-value it is the initial mass \(m_{initial}\) energy minus the final mass \(m_{final}\) energy:
\[Q = \left ( m_{initial}-m_{final}\right ) c^2\]
For a projectile \(x\) colliding with a target \(X\) and thereby producing \(y\) and \(Y\) the equation becomes:
\[Q = \left ( m(x) + m (X) - m(y) - m(Y) \right ) c^2\]
See http://www.nndc.bnl.gov/qcalc/ and http://www.nuclear-power.net/nuclear-power/nuclear-reactions/q-value-energetics-nuclear-reactions/
Equation taken from "Introductory Nuclear Physics" (Krane, 1987), p. 62 & p. 381
| massProjectileInu | \(m(x)\ (u)\) Mass of projectile. The mass of the projectile in unified atomic mass units. |
| massTargetInu | \(m(X)\ (u)\) Mass of target. The mass of the target in unified atomic mass units. |
| massProduct1Inu | \(m(y)\ (u)\) Mass of first product. The mass of the first product in unified atomic mass units. |
| massProduct2Inu | \(m(Y)\ (u)\) Mass of second product. The mass of the second product in unified atomic mass units. |
| T EGXPhys::QValueInMeV | ( | const T | massProjectileInu, |
| const T | massTargetInu, | ||
| const T | massProduct1Inu, | ||
| const T | massProduct2Inu | ||
| ) |
Calculates the Q-value, \(Q\), of a nuclear reaction in megaelectron volts. The Q-value allows you to determine if a nuclear reaction is endothermic or exothermic.
The Q-value, \(Q\), is the energy released during a nuclear reaction. The Q-value can be positive, negative or zero. For \(Q < 0\) the reaction is endothermic/endoergic resulting in the kinetic energy of the reaction being converted into mass or binding energy. For \(Q > 0\) the reaction is exothermic/exoergic resulting in the mass or binding energy being released as kinetic energy.
To calculate the Q-value it is the initial mass \(m_{initial}\) energy minus the final mass \(m_{final}\) energy:
\[Q = \left ( m_{initial}-m_{final}\right ) c^2\]
For a projectile \(x\) colliding with a target \(X\) and thereby producing \(y\) and \(Y\) the equation becomes:
\[Q = \left ( m(x) + m (X) - m(y) - m(Y) \right ) c^2\]
See http://www.nndc.bnl.gov/qcalc/ and http://www.nuclear-power.net/nuclear-power/nuclear-reactions/q-value-energetics-nuclear-reactions/
Equation taken from "Introductory Nuclear Physics" (Krane, 1987), p. 62 & p. 381
| massProjectileInu | \(m(x)\ (u)\) Mass of projectile. The mass of the projectile in unified atomic mass units. |
| massTargetInu | \(m(X)\ (u)\) Mass of target. The mass of the target in unified atomic mass units. |
| massProduct1Inu | \(m(y)\ (u)\) Mass of first product. The mass of the first product in unified atomic mass units. |
| massProduct2Inu | \(m(Y)\ (u)\) Mass of second product. The mass of the second product in unified atomic mass units. |