The ground state of He3 is the lowest energy state that an electron can occupy in the Helium-3 atom.
The probability of an electron remaining in the ground state of He3 is calculated using the Schrödinger equation, which takes into account the energy levels and wave function of the electron.
The probability of an electron remaining in the ground state of He3 is affected by factors such as the energy of the electron, the size of the atom, and any external forces acting on the atom.
The ground state of He3 is important because it is the most stable and lowest energy state that an electron can occupy in an atom. Understanding the ground state allows us to predict the behavior and properties of atoms.
At higher temperatures, the probability of an electron remaining in the ground state of He3 decreases. This is because the energy of the atom increases and the electron is more likely to occupy higher energy levels.