One term in this equation is written in terms of an expression whose value is negative if its two inputs are odd, positive if its two inputs are even, and zero otherwise. One term in this expression has a coefficient a sub v which is approximately 15.5 MeV and considers nearest and next-nearest neighbor interactions, and another term contains an exponent of A to the two-thirds and is used to model surface interactions. The original form of this equation is unable to recapitulate a sharp cusp due to the T = 0 isospin state called the (*) Wigner energy. Collapsing this equation to a quadratic can be used to find the bottom of the "valley of stability". This formula, which contains volume, asymmetry, and Coloumb terms, is unable to recapitulate the effects of magic numbers, and the value it calculates is maximized around atomic number of 56. For 10 points, name this formula which is based on Gamow's liquid-drop which gives the binding energy of the nucleus.
One term in this equation is written in terms of an expression whose value is negative if its two inputs are odd, positive if its two inputs are even, and zero otherwise. One term in this expression has a coefficient a sub v which is approximately 15.5 MeV and considers nearest and next-nearest neighbor interactions, and another term contains an exponent of A to the two-thirds and is used to model surface interactions. The original form of this equation is unable to recapitulate a sharp cusp due to the T = 0 isospin state called the (*) Wigner energy. Collapsing this equation to a quadratic can be used to find the bottom of the "valley of stability". This formula, which contains volume, asymmetry, and Coloumb terms, is unable to recapitulate the effects of magic numbers, and the value it calculates is maximized around atomic number of 56. For 10 points, name this formula which is based on Gamow's liquid-drop which gives the binding energy of the nucleus.
One term in this equation is written in terms of an expression whose value is negative if its two inputs are odd, positive if its two inputs are even, and zero otherwise.
semi-empirical mass formula [or Bethe-Weizsacker formula]