SCALAR-PHONON WAVES IN CRYSTALS

EMPOWERMENTS

 

$300.00$

 

 Exploring the Power of Scalar Waves in Crystals: While electromagnetic waves are characterized by electric and magnetic fields, scalar waves are unique in that they lack the traditional vector properties of electromagnetic waves. They are often referred to as longitudinal waves because they oscillate in the same direction as their propagation. Scalar waves, unlike electromagnetic waves, are not restricted by the classical limitations imposed by vector fields. Their potential to transport energy and information more efficiently and profoundly is often described. This departure from conventional wave behavior is what makes scalar waves such a fascinating and innovative concept in quantum physics. How do they work? Since the dawn of human history, the discovery of rocks, particularly gemstones, has held a profound fascination. These captivating treasures have not only sparked our curiosity but have also inspired us to delve deeper into their mysteries and even attempt to replicate their perfection. However, there is a hidden aspect of gemstones that often escapes our perception: their multidimensional nature, a realm of mystery and intrigue. Crystals possess a remarkable ability to retain, transmute, and absorb energy. Not only do they interact with energy in these fascinating ways, but they also have the potential to generate scalar energy or use it for precise timekeeping. Let's delve into the transformative power of scalar energy within crystals. Scalar energy, variously known as zero point, infinity, nothingness energy, and scalar, alludes to the same concept: the ability to cancel out a waveform by applying an equal and opposite force.

 

Elastic waves in crystals are said to be composed of phonons. The phonon is the quantum of energy of lattice vibration. Photons are bosonic particles and are not conserved; they can be created or destroyed in a collision. The energy of each phonon is given by Planck's constant. Indirect evidence supporting the existence of phonons: i) The lattice contribution to the specific heat of solids always tends to zero as temperature approaches zero; this can only be explained if lattice vibrations are quantized, implying the existence of phonons.

 

 This work is the result of a bold exploration, where sound becomes visible, revealing the hidden forms that reside in the vibrations and energies that surround us in phonon crystal plasma energy. That is:

 ELASTICITY – TRANSMUTATION – RADIATION in the process of energy healing.

 

You will create:

 

SCALAR-PHONON WAVES CRYSTAL GRIDS

 

and much more.