The stored fundamental or natural oscillations are transformed and partially amplified and mirrored respectively by Merus. The overlaying of oscillations is called interference. The mathematical result of natural oscillation and interfering oscillation will be zero, if they are 180° phase-delayed and both have the same phase and amplitude. Resonance means that the amplitude of the natural oscillation is boosted by laying an additional in-phase oscillation onto the natural oscillation. What can be done with resonance oscillations is well known. For instance a bridge will start to vibrate more and more if subjected to its resonance oscillation which may ultimately lead to the collapse of the bridge.

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IN-DEPTH EXPIATION OF HOW MERUS USA OSCILLATIONS WORK

What are oscillations ?

Each element, each molecule has its own typical natural molecular oscillation. This natural oscillation is unique and compares well with the human fingerprint or a snow flake.  In laymen terms, oscillations are best described as vibrations or waves that are given off by a particular element.   From a simplified point of view an atom is made up of a nucleus (which in turn consists of protons and neutrons) and electrons which orbit around the nucleus. Molecules are made up of several atoms that share some electrons.  Understanding atomic structure can be tideous but amongst all that is happening in an atom which is alive as an entity and full of complex activities and processes,  each atom produces its’ very own detectable and distinct oscillations, vibrations or waves.   The warmer the substance the greater the amplitude of this oscillation will be.

 An atomic clock is a device that produces electronic 'ticks' at a rate related to certain electromagnetic oscillations of atoms. Atoms produce some of the most stable periodic signals currently known.  Atoms have characteristic oscillation frequencies. Perhaps the most familiar frequency is the orange glow from the sodium in table salt if it is sprinkled on a flame. An atom will have many frequencies, some at radio wavelength, some in the visible spectrum, and some in between the two. The oscillation frequencies within the atom are determined by the mass of the nucleus and the gravity and electrostatic "spring" between the positive charge on the nucleus and the electron cloud surrounding it.

We now turn to water as an example of the ways in which a molecule can oscillate. Water is cross linked due to its molecular configuration and internal electron orbital distribution. Water is comprised of one relatively large oxygen atom and two relatively minute hydrogen atoms. The hydrogen atoms have a bond angle between them of 104.5 degrees. The oxygen atom is electron greedy and the electrons therefore spend most of their time about the oxygen atom. These two factors cause a polar distribution then of overall charge on the water molecule. The oxygen end is relatively (-) while the hydrogen ends are relatively (+). This then accounts for the properties of being an excellent solvent, lighter than liquid water as ice(solid) and a liquid crystal. Water may be clustered as several hundred molecules at room or body temperature.

The following oscillation properties of the molecule can be identified:

  • nuclear oscillations in the microwave range
  • electron oscillations in the low frequency range
  • oscillations of the atoms of the molecule in the infrared range
  • rotational oscillations of the bonds of the molecule in relation to one another in the microwave range
  • emitted photons due to electron jumps. 

As a result of the non-linear linking of all these energies, all these separate individual oscillations are coulped into a complex system, much like the sound of a complete orchestra in acoustics.
What’s the best way of describing these Oscillations on paper?

 Oscillations by nature are complex as stated above as there is a plethora of subatomic activies occuring in a molecule.  Oscillations are said to be periodic and display periodic motion. The basic properties of an oscillation are amplitude and wavelength.  The best way to describe a simplfied pictorial of an Oscillation would be to chart it on a graph showing it’s respective amplitudes & wavelength.  Figure A, below shows a very simplified view of an oscillation graph of say any element, for eg:  Rust (Fe2O3)  in a two dimensional graph.

 ((Fig 1.)

 What has Merus USA® done to harness the power of these Oscillations?

 Merus USA® has managed to isolate, map and store the molecular fundamental oscillations of various substances using our proprietary engineering software and equipment. Merus USA® technology works using specifically modulated molecular oscillations or lattice oscillations and is not based on using fields created by electric coils or magnets.

Based on these original oscillations, Merus USA® developed new active oscillations. The aim is to influence the original oscillation of the element in question through new active oscillations in such a way that ultimately the physical properties of the element or of the molecule are modified in the water. Today with over 10 years worth of experience in the field, we have managed to produce a new active oscillation for each isolated element.

Today, Merus USA® has a database containing a great number of active oscillations, each with a specific task. These active oscillations are recorded on an oscillation carrier in a similar way as writing on a data carrier (CD/DVD). In most cases for cost-benefit reasons, an aluminum alloy is selected as carrier material for all our Merus USA® rings.  This alloy can store an almost unlimited number of  active oscillations and emit these in water in a constant and stable form, largely independent of the ambient temperature. The active oscillations are modulated according to the lattice oscillation of aluminum. Due to the ambient warmth, the aluminum lattice oscillates and hence the active oscillations implemented by Merus USA® as well. The oscillations are positioned in the lattice structure in a similar way as a parasite and are thus continually created simultaneously. The active oscillations create a field within the ring, which penetrates all piping material and thus passes into the water.

The Principal knowing as “Interference” & “Overlaying” Oscillations
Please keep in mind that the stored fundamental or natural oscillations produced by Lime Scale or Rust are transformed and partially amplified and mirrored respectively by Merus USA® Rings.  This is done through a concept called Interference and Overlaying.  (Although both fall under the category of overlaying in science terminology) The crux of Merus USA® Technology is based on overlaying & interference.   Resonance means that the amplitude of the natural oscillation is boosted by overlaying an additional in-phase oscillation onto the natural oscillation. What can be done with resonance oscillations is well known. For instance a bridge will start to vibrate more and more if subjected to its resonance oscillation which may ultimately lead to the collapse of the bridge.    Thus the objective of Merus USA® technology is to also cause a collapse in physical properties of the element like Rust or Lime Scale by changing it’s   oscillation. Once the oscillation has changed, the element has been modified in the water.

Below are two  examples of how Merus USA® Rings affect the final oscillations produced by various elements (Rust, Lime Scale or Microbiological Pollutants)  It is imperative to understand how the final oscillations of any element can be modified thus changing their basic physical properties. These are only basic examples for the purpose of understanding.

 EXAMPLE 1: (PHASE DELAYED 180 Degrees) or INTERFERENCE



(Fig 2) Rust Molecule & Effects of Interference

Green represents natural oscillations emitted by a Rust Molecule
 Blue represents active oscillations emitted by Merus USA® Rings as interference
Red represents the final oscillation results thus changing the physical properties of Rust

The blue line and green line in Fig 2. are in phase opposition because they cross the x-axis in the same spots but then valley and peak are on the opposite side of it. The amplitudes are subtracted. In this case the amplitudes are identical, so that the resulting red line has no amplitude. To summarize, the red line is the mathematical result of natural oscillation of Rust (green line) or Lime Scale (or any element that needs to be modified) and the interfering active oscillation (blue line) which results in a flat line or zero.  The physical properties of this element has been modified.  This is just one way the Merus USA Oscillations Technology works.

EXAMPLE 2: (IN PHASE) OR OVERLAYING



 Green represents natural oscillations emitted by the Lime Scale Molecule
Blue represents active oscillations emitted by Merus USA® Rings called “overlaying”
Red represents the final oscillation results thus changing the physical properties of Rust

Figure 3. above, shows another way to modify elemental oscillations resulting in change of physical properties of any molecule. The red line results from adding the blue line and green line.  Since blue and green pass through the x-axis in the same points and the peaks are shown in the same direction, the amplitude of the resulting red line increases throughout.  Again in this example, the physical properties of this element (Lime Scale) has been modified via resulting oscillations.  Limescale becomes soluble and easily flushing out instead of sticking to walls and hardening via build up.

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