Ivanov Transformations

These days, it is determined that the bonds between elements of substance (molecules and atoms) have an electromagnetic wave nature. If this is so, then, as a crude approximation, any substantial object can be considered as a crystal lattice of electromagnetic standing waves, while elements of substance are located in the lattice points.

Fig. 5. Physical dimensions of a wave crystal lattice: a) at V=0 for any transformations; b) at V» 0.5c according to Lorenz; c) at V» 0.5c according to Ivanov;

Existence of the ether creates a situation in which any variation of velocity changes the dynamics of wave processes, so, the distances between points of the electromagnetic crystal lattice change.

This makes the elements of substance shift to occupy equilibrium positions in the shifted points. The described process not only causes the natural transformation of physical dimensions, but also clearly demonstrates the reason for this dimensional contraction.

So, when increasing velocity, the distances between points of the wave crystal lattice decrease, and the body contracts.

When decreasing velocity, the process goes in opposite direction, and the body expands.

       

Yu. Ivanov and his transformations (1981)

As we determined, electromagnetic stationary waves and internal force bonds of any substantial object (interferometer is not an exception) have a common nature. This means that both of them exactly obey the same common laws, so, they react to a variation of velocity in the ether in the same way: by contracting synchronously!

But, if the compression of standing waves and contraction of dimensions of a system exactly coincide, then there is no more logical step, than to accept as a basis, the transformations as the real physical phenomenon: of: standing wave compression.

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Lively Standing Wave

This effect was found after the discovery of standing wave compression. The gist of the phenomenon is simple: as soon as we create a difference in frequencies, then the standing wave disappears, but, instead, we have to deal with energy transfer (current) in the direction of the oscillator with the lower frequency.

Fig. 12. Lively standing wave

What is interesting is that, here, we first encounter the idea of energy transfer velocity. The meaning of the energy transfer velocity is fairly simple and can be illustrated by an action, where an observer moves in the direction of the energy transfer with the same velocity.

As soon as the velocity of the observer coincides with that of energy transfer, he observes a fairly normal standing wave moving parallel together with him. This means that a lively standing wave can be observed in the only case: if the velocity of the observer coincides with the velocity of its motion in space.

We picture this situation in Figure 12 as well as by drawing a formula by which, knowing the frequency difference, one can determine the velocity of a lively standing wave or, as a matter of fact, the velocity of the energy transfer.

Next, we will return to a discussion of this phenomenon, because it is arrhythmia that is able to shed light on such questions as energy, force, inertia, mass and, of course, gravitation.

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