Analysis of Possible Nonlocal Effects in Laser Beams Generated by Piezoelectric Ceramic

Abstract

We report in the present work a novel effect associated with deviations of laser beams when in the surroundings there is a piezoelectric ceramic subjected to high voltages. In our previous work we presented experimental evidences of the generation of forces at distance by piezoelectric materials. Hence a methodology for remote sensing and metrology which enhanced the weak effects of the property of generalized quantum entanglement was proposed. The preexisting state between all existing particles in physical systems can allow that piezoelectric ceramics induct forces at distance detected by a sensible accelerometer apart without involving any known local interaction such as those of acoustic or electromagnetic nature. Motivated by the results, we proceed and discover that new unprecedented visual effects arise when nonlocal forces generated by a piezoelectric ceramic change the laser beam profiles even considering its weakness. This novel effect seems to be really detected in our experiments and this achievement opens one opportunity more for developing new technological applications.

On the Possible Anomaly of Asymmetric Weight Reduction of Gyroscopes under Rotation

“…The basic idea is that the reaction manifests itself in a macroscopic scale by the variation of weight. The effect generated by the magnetic dipoles also occurs due to the coupling between them and the environment around, as already reported in other works in literature for other physical systems [10][11][12][13][14][15][16][17][18][19][20].…”

“…In this section, our objective is to describe the theoretical model conceived in order to explain the anomalous effect in gyroscopes analyzed in the introduction. We here show that a simple model whose basic framework is the generalized quantum entanglement (GQE) already successfully applied to other physical systems, as capacitors [10][11][12], magnetic cores [13], superconductors [14,15], laser diodes [16], piezoelectric devices [17,18] and electromagnetic drives [19,20], can also describe in an accurate way the anomalous weight reduction in gyroscopes. Basically, we assume that all the microscopic particles of a physical system are quantum entangled [21,22] and such a quantum property extends to the environment in the neighborhood of that system.…”

On the anomalous forces in microwave cavity‐magnetron systems

“…As described in our earlier works [11, 15] the theoretical framework that leads us to a macroscopic description of our systems is based on the Generalised Quantum Entanglement (GQE) framework, successfully applied to a lot of different physical systems analysed in our works [11–20]. As already known from the literature [21, 22], the quantum entanglement is the consequence of an interaction between two or more particles in an arbitrary past time, so that subsequently each particle in the combined state keeps the information from each other, even for large distances, a feature of non‐local phenomena [21].…”

“…Our GQE hypothesis has been applied with very reasonable accuracy in other physical systems, e.g. in anomalous forces involving the operation of symmetrical capacitors [11, 12], asymmetrical capacitors [13], magnetic cores [15], piezoelectric materials [16, 17], superconductors [18, 19] and semiconductor laser diodes [20]. In the case of capacitors, it is needed the application of a high voltage to realise the presence and or the effects of the GQE among the dipoles of the dielectric and the external environment.…”

Characterization of Anomalous Forces in Dielectric Rotors

“…So, we elaborated the theoretical description of such forces in the experiments by means of a theoretical model based on GQE, by considering as quantum witnesses the electric permittivity and as macroscopic observable the angular momentum of the dielectric rotors. The basic conjecture relies on that macroscopic observables can present influence in their magnitudes by a huge collection of microscopic particles (as the magnetic dipoles in rotors of gyroscopes) has been checked in a lot of physical systems and presented consistency with experiments, as capacitors [18][19][20][21], magnetic cores [23], superconductors [24,25], laser diodes [26], piezoelectric devices [27][28][29] and electromagnetic drives [22,30]. Based on that idea, we conceived an analogue to the gyroscope described in Ref.…”