We have finalized manufacturing drawings and production organization, and we are now completing the construction in stainless steel of the hydrogen loop (http://thunder-energies.com/images/DNS-3B-3.jpeg) of our Directional Neutron Sour
PHYSICS-101: Lesson – 3: Explain the concept of a vector and demonstrate how vectors are added and subtracted!
PHYSICS-101: Lesson – 2: Explain the meaning of the terms velocity, speed and acceleration!
According to Santilli, this insufficiency is evidence on the need for a ‘completion’ of quantum chemistry along Einstein’s argument. Jointly with his studies on the completion of quantum mechanics, while being at Harvard University under DOE support, Santilli initiated in the late 1970s long term research on the ‘completion’ of quantum chemistry into a form admitting an attractive force between identical valence electrons.
“Without doubt, the search for antimatter galaxies, alongside the search for dark matter and dark energies, is one of the most fascinating aspects of contemporary science with implications for most of 20th century sciences and technologies. ..”
“I am pleased to announce that we have initiated tests on our new HyperCombustion following considerable efforts to secure the necessary funds and following the resolution of considerable technical difficulties due to the basic novelty of our combustion. As indicated in the preceding release
“Back in January, Thunder Energies announced that its CEO had published a paper on clean nuclear energies: ‘Apparent Experimental Confirmation of Pseudo protons and their Application to New Clean Nuclear Energies’. “
A PubRelco Interview of Sir Ruggero Maria Santilli. with Scientific and Industrial implications.New York, N.Y., April 15, 2019…
Dr. Santilli states: “I am pleased to announce that, having completed the initial planning phase, we have initiated the construction of the new generation of the Directional Neutron Source intended for the detection of precious metals in mining operations”
These results are due to a new mathematics necessary for the invariant treatment of nonlinear, nonlocal, and nonunitary theories, known as Santilli isomathematics