Sentence examples for torsion field from inspiring English sources

If you look on the Internet for torsion field magnetic free energy, people are making magnetic free energy--they get these magnets, put them in this horseshoe kind of circle thing, they spin it, and it's free energy forever.

The media have convinced many Russians that powerful "torsion fields" can be sent through the earth to control the brains of Americans, he said.

This can occur in a near flat space-time continuum without any electric, magnetic or torsion fields when the stressenergy tensor vanishes.

Have you guys heard of Torsion fields yet?

Q: Torsion fields are pretty much what surrounds us, what binds us--pretty much a force.

Scientists have discovered that those are torsion fields--the energy of consciousness--and they've learned how to tap into that.

When used as a torsion search force field, the MMFF94s_NoEstat and MMFF94s_Trunc force fields were found to generate more conformers for a given molecule and also improve the overall accuracy of the theoretical conformer models, compared to the MMFF94s force field but less so as the energy window was increased.

Two loading tests were carried out in order to verify the mechanical behaviour of the element under combined flexure and torsion in elastic field and under pure flexure in pre- and post-cracking fields.

For the geometric models of gravity and string theories with nonholonomic frame (vielbein) structure, one does not work on the tangent bundle TM but on a general manifold V, dim V=n + m, which is a pseudo-Riemannian space or a certain generalization with possible torsion and nonmetricity fields [22, 60].

An eigenfunction expansion method is presented to obtain three-dimensional asymptotic stress fields in the vicinity of the front of a penny shaped discontinuity, e.g., crack, anticrack (infinitely rigid lamella), etc., subjected to the far-field torsion (mode III), extension/bending (mode I) and sliding shear/twisting (mode II) loadings.

We generalise the proof of the chiral splitting theorem of D'Hoker and Phong to string amplitudes with arbitrary HES vertex operators (with generic KK and winding charges, polarisation tensors and oscillators) in general toroidal compactifications E= RD−1,1×TDcr−D (with generic constant Kähler and complex structure target space moduli, background Kaluza Klein (KK) gauge fields and torsion).