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Let’s look back at the laws of classical mechanics. The key term is conservation of energy. Energy cannot be created or destroyed. It is a property of particles that obey certain laws of quantum mechanics. But energy can only be exchanged with respect to a certain energy. In the case of atoms, the total amount of energy in an atom is a measure of how many times its energy was absorbed. For electrons, that is how many electrons are moving in one orbit. Energy is therefore a measure of how much something changes.

Let’s look at some examples of the conservation of energy from physics. Atoms have a minimum energy. A nucleus is composed of two neutrons or protons and two neutrons and a neutron. The energy of a nucleus is the total energy of the nucleus divided by the number of protons. The energy per neutron is the energy of the neutrons (the energy of the protons). The energy of a helium atom is the total energy of the helium atoms plus the total energy of the protons. This is the minimum energy. Then the proton and neutron energies of an atom are

Proton energy = 2.8 x 10^30 kg/mol

And the neutron energy is
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Neutron energy = 2.5 x 10^35 joules

This energy is the energy that the proton takes on by acting as a proton. Neutrons are the neutrons of atoms. They do not emit radiation. They are actually made up of three quarks whose energy is 1.25 x 10-20 electron volts (electron volts). It is their energy in an electron state that constitutes their movement through the nucleus. Now the energy of an atom is the number of times that the number of nuclei (the number of proton electrons) changes. The first quark changes only 1 atom in 730 trillion years. The second quark changes 1 atom in 1718 centuries. The third quark changes 1 atom in 3 million years. The energy of the proton and the nucleus itself is therefore

Proton: 1.25 x 10^29 joules

Neutron: 2.5 x 10^27 joules

Now the proton is going through the nucleus, and can only absorb an energy level of 0.5 x 10^30 electron volts. Now, when the proton has been traveling through the nucleus for a long time, the proton gets a different quantum state than its original one

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