Improving water qualities with frequencies

Improving water qualities with frequencies

Planet Horizon Technologies provides water improvement systems using vibrating electromagnetic fields. The system is called Aqua4D and it appears to be effective in various sectors: building technology, livestock farming and especially in irrigation. This technique solves some practical problems: much less accretion in the pipelines for irrigation and better crops in slightly saline soil. The return-on-investment ROI is fast, usually within 12 to 24 months. The company sells hundreds of installations in various countries.

I do not only present this technique because it is successful, but more so because the reflections of the inventor are quite revealing in our search for explanations of what vitalizing water might mean. The founder, a Swiss civil engineer and guitarist Walter Thut, calculated the appropriate frequencies for water treatment, using quantum theory and laws of musical harmony. His starting point was that the universe has a fundamental quantum physical structure, a structure that you also find in organisms and in their relations to the environment. Reflecting about this fact, he recognized rhythms in all kinds of life processes. Think about your heartbeat and your breathing. Think of cosmic rhythms, such as day and night, or the lunar cycle, ebb and flow. Or study the regularities in the magnetic mass eruptions of sunspots. Walter identified rhythm both in the microcosm and in the macrocosm. And what is a rhythm other than a frequency? Each atom has its own mass, its specific frequency and therefore its own rhythm. This principle includes oxygen, carbon and hydrogen, the main building blocks of carbohydrates and sugars. Water molecules and electrons also have their own rhythms. In all processes in nature, says Thut, the frequency of the electronis the most important, because it occurs in everything. And the fascinating thing is that water vibrates in harmony with the electron frequency, it resonates at only 15 octaves lower!

With relatively little effort you can strengthen energy, with great effects. For example, that army of soldiers in pass marching across a bridge, with that small extra impulse of rhythmic marching, the soldiers reinforce the bridge’s own natural frequency. That extra impulse can even cause the breaking of a bridge. So one can say that applying specific rhythms to life processes, may reinforce existing natural internal rhythms. From the point of thermodynamics, this is a quite relevant suggestion: identifying techniques with low energy impulses causing high impact.

Not only the frequency (let’s say the horizontal dimension in a graph), but also the intensity, (the height of the sinusoid curve), plays a role. The intensity of vibrations in human beings is low as compared to the intensity of the technical frequencies around us, that tend to disturb our natural frequencies. Compare it with orchestra (our body) that has to play against a noise of a drill.


That is why our body often faces frustration in cases it is exposed to non-normal electromagnetic radiations and electricity around us. If you lose electrons then diseases often popp up, Walter does not know why. He prefers though, being a technical engineer, not to delve into the question about the causes of illness, he rather focuses on promoting health. His key question was: How can I find the right frequencies for each special situation? Quantum physics offered him half of the answer. Namely that each mass has its own frequency. The basic formula for calculation has been provided by the quantum physicist Louis de Broglie. Each particle or element has a specific wavelength λ. He combined the formula E = m x c2of Einstein with E = h x f of Planck and calculated the frequency at the mass of each atom: m x c2= h x f.

The other half of the answer he found in music, in its laws of harmony. Frequencies are in harmony with each other when they vibrate exactly one or more octaves higher or lower. See the left picture below, showing how between two fixed points, the waves 1 and 2 and 3 fit exactly. They reinforce each other, only when the ratio between the wave lengths – or the frequencies – exactly is a ratio between whole numbers. With this law from music he has translated the frequencies of all elements in the periodic table into audible frequencies. He divided the high frequency of a chemical element so many times by two – and thus always staying in harmony – with octaving – that such vibration became audible to our ear. Conversely, he worked up the low cosmic frequencies by continuously doubling that frequency until the higher vibration is heard, that is, between 20 Hz and 16,000 Hz. That process is pictured below on the right.

 This picture shows how the waves ‘fit’ in each other if their wavelengths relate to each other in whole numbers. This means their entire wavelengths fit in the same length. This is meant with the harmonic ratio of integers (whole numbers).    

Laws of musical harmony applied in calculating audible frequencies of physical elements in the periodic system. Then you move from the right to the middle. You can as well upgrade very low frequencies (like the moon rhythm) unto the audible domain by multiplying that frequency so many times by 2 that it becomes audible (you move from the left side to the middle). Source: Walter Thut, Planet Horizon Technologies.

These calculations have led him to a fully coherent scheme of frequencies of elements and molecules and movements of sun and earth and planets. All these calculated frequencies correlate with their specific musical pitch as represented in the coloured vertical bars of an entire audible octave of G-G ‘. An overview of the position of many elements is presented below in the ‘Table with elements and molecules’. For all harmonic chords the so-called ‘harmonic ratio’ is also indicated as ratio of integers. Once Walter got this overview, he became very excited. While looking, he saw striking aspects that strengthened his faith in this discovery. Elements that are toxic, do not coincide with any harmonic ratio (such as lead Pb and mercury Hg). Implants in teeth and molars contain elements that are not rejected by the body (like gold Au, platinum Pt and the like), as you find them almost exactly at a harmonic ratio (in this case a ratio of 3/2).

Another aspect that stands out is that water and the electron harmonize in the same tone A, with the harmonic ratio of 9/8.