##### The Equilibrium Index Calculation for the science of Physics and Astronomy

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This calculator uses the fundamental of the **Harmony in Gradation**

In this calculator, the postulate used is “There cannot be a perfect equilibrium of a pair of objects in a union if we do not consider all objects in the union”.

This very simple postulate is the key to compiling “Theory of Everything” or “Science of Everything”, which has been aspired by physicists since the last tens of years.

Some examples of implementing the postulate are:

1. When we are studying the nature or property of celestial objects in the universe, where we are in a situation that until now we still don’t know the existence of all celestial objects in the universe, which means we cannot be in a state of perfect equilibrium, no matter how small the imbalance is, then it is obligatory for the use of a formula which contains both elements of “the Harmony” and “the Gradation”. Vice versa, if we use a formula that only contains one of the Harmony or the Gradation, then there are two types of errors that will occur, the first is a very small error, sometimes can negligible when calculating the property of a celestial body in the form of a planet or star, and the second is a big mistake when interpreting the nature of the universe.

2. When we are observing an object by applying Newton’s classical physical law “the magnitude of the reaction force of an object is the same as the force of action of the object”, where we often ignore the forces of many objects that we consider small, this shows that we have erroneously made the assumption that there has been perfect equilibrium in the system we observe. In other words, the formula we use should not only consist of one of the Harmony or the Gradation but must involve both. Vice Versa, there will be a wrong conclusion.

3. When we are observing a moving object by applying the law of special relativity, where the existing formula derived by Lorenz only observes a system consisting of one light that moves at the speed of c and one object that moves at the speed v, even though in the real world conditions it must be very many objects that do not belong to our observation object that move at speeds of v1, v2, and so on and also many other lights that move at the speed of c/n1, c/n2 and so on. Thus, the act of not involving the whole objects and lights in the universe shows that equilibrium cannot be perfect. Then, the formula we use should not only consist of one of the Harmony or the Gradation but must involve both. Vice Versa, there will be significantly wrong conclusions. Another possibility that must be considered is that the formula for the dilation of time and length derived by Lorenz is not experienced by the moving objects with velocity v, but precisely experienced by the light or anything that has the light-like nature moving at c, or very close to c which “lives itself” and does not affect the surrounding environment. Thus, the lights can be assumed as a separate union whose members are themselves in the form as an object and in the form of a wave. So, a perfect equilibrium can occur in the light itself. Moreover, following the quantum theory, then the light causes itself to have a time and length dilation which the amount does not depend on all objects around it. Thus, the process of special relativity can be explained as follows: the occurrence of changes in the frequency experienced by light in its form as a wave is related to causation with the dilation of time experienced by light in its form as an object and/or the changes in the wavelength of light in its form as a wave, if it occurs, is correlated with changes in the length of light in its shape as objects.

Furthermore, there are three ways to use the **Harmony in Gradation formula**. First is to replace the existing formula. Second, only the spirit is utilized, in the sense that the existing formula is modified in such a way so that in the same time it has the two elements which “the Harmony” and “the Gradation”. And third, the Harmony in Gradation formula is only used to calculate the harmony level of the union or random variables that are being observed, which are formed or defined through an existing formula or a formula that was just made. Specifically, the calculator is applied in a third way, because at this moment I hope that physicists and astronomers will develop the first and second ways of applying harmony in Gradation.

**Here the calculator**:

Object 1 Force: |

#### Calculation Result:

The Number of Objects (N): | |

Equilibrium Index: |

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