MWO frequency spectrum in detail

Fundamentals: Resonance, wavelengths and speed of light

The Multi-Wave Oscillator (MWO) is based on the groundbreaking work of Georges Lakhovsky, who discovered that specific electromagnetic frequencies can support biological processes . The product uses multiple concentric, open rings of varying diameters. These rings act as broadband resonators , each with a specific primary resonant frequency that depends on its size.

The primary resonant frequency of a ring is calculated using the following formula:

Frequency (fₑₛₛ) = speed of light (c) divided by 2π times the radius of the ring (r).

In symbols, this is expressed as follows:

fₑₛₛ = c / (2πr)

Where:

• fₑₛₛ represents the resonance frequency in Hertz (Hz).

• c is the speed of light, namely 300,000,000 meters per second (m/s).

• r is the radius of the ring in meters (m).

For example, a ring with a radius of 0.1 meters has a primary resonant frequency of:

fₑₛₛ = 300,000,000 / (2 × 3.14 × 0.1) ≈ 477,465 Hertz (or 477 MHz).

Smaller rings generate higher frequencies, while larger rings generate lower frequencies. The MWO contains rings with diameters ranging from 79 mm to 810 mm, resulting in primary frequencies between approximately 118 MHz and 1.2 GHz.

Furthermore, the speed of light (c) determines the relationship between wavelength (λ) and frequency (f). This relationship is expressed as:

c = f × λ

Where:

• c is the speed of light in m/s.

• f is the frequency in Hz.

• λ (Lambda) is the wavelength in meters (m).

At resonance, the wavelength corresponds to the circumference of the ring (λ = 2πr). This makes it possible to calculate the specific resonant frequency for each ring.

Expansion to a broader spectrum

Although the primary resonances of the rings appear to offer only a limited range, the MWO generates a much wider spectrum through three key mechanisms:

1. Harmonic

Harmonics are multiples of the primary frequencies. For example, if a ring resonates at 1 GHz, frequencies at 2 GHz, 3 GHz, and so on will also be generated. This process can extend up to the 30th harmonic frequency, depending on the energy in the system. This allows the MWO to generate frequencies in the GHz range.

2. Subharmonic

Subharmonics are fractions of the primary frequency. A ring resonating at 100 MHz, for example, can also generate frequencies of 50 MHz, 25 MHz, and even lower. This mechanism explains how frequencies in the low Hz range are generated. Interactions between the rings amplify these subharmonics and contribute to the overall spectrum.

3. Interference and coupling

The rings in the MWO are electromagnetically coupled. This means they can influence each other and generate new frequencies through interference. These interactions fill the gaps between the harmonics, resulting in a nearly continuous spectrum from 10 Hz to 30 GHz. This is comparable to how musical instruments produce harmonic tones through interaction.

The role of high voltage

The multi-wave oscillator operates at a voltage of up to 120,000 volts. This high voltage plays a crucial role in generating the broad frequency spectrum. The strong electromagnetic field:

• Stimulates the generation of harmonic and subharmonic frequencies

• It generates electromagnetic pulses (EMPs) that produce broadband frequencies

• Causes ionization effects in the air around the rings, enabling additional emissions in the GHz range.

During ionization, air molecules are ionized, generating short, broadband waves. This process adds additional high frequencies to the spectrum.

How the frequency spectrum from 10 Hz to 30 GHz is achieved

The wide frequency spectrum of the MWO is achieved through:

• Primary resonances : Each ring generates a specific fundamental frequency that depends on its size.

• Harmonic and subharmonic frequencies : These extend the spectrum above and below the primary resonances.

• Interference : The interaction between the rings creates a continuous spectrum.

• High voltages and ionization : These processes generate broadband electromagnetic waves.

By combining these mechanisms, the MWO covers a frequency spectrum of 10 Hz to 30 GHz and utilizes the entire range.

Applications of broadband spectrum

The Multi-Wave Oscillator's broad frequency spectrum offers unique advantages. The product can stimulate various biological systems, as each cell has specific frequencies at which it functions optimally. We believe that the MWO's wide spectrum offers possibilities for cell harmonization .

Conclusion

The multi-wave oscillator is a technological masterpiece that can generate a frequency spectrum from 10 Hz to 30 GHz through a combination of resonance, harmonics, subharmonics, interference and high voltage.