Schrödinger’s Cat spins your foods into digestion but only localized inside superfluids: A retrieval of rotational zeroing spin inertia Convergence Spectrum from Newton’s Law of Universal Gravitation
Abstract
Abstract Newton's Law of Universal Gravitation stands as a cornerstone of modern science, asserting the universality of gravity by translational zeroing. General Relativity departed from the absolute and instantaneous action by introducing space-time curvature, yet it ultimately preserved the global-measurability of gravity. Quantum mechanics theoretically severed the connection between quantum states and gravity, leading the scientific community to accept the positive-manifold-originated-energy-based "Bohr spooky collapse" postulate, just unable to refute it. At its core, the Bohr–Einstein debate concerns whether the quantum state is fundamentally universal or local. Gravity is universally measurable, whereas quantum states are inherently uncertain and decoupled from gravity. If both are universal, why has quantum gravity which intends to reconcile them, become so insurmountable? Schrödinger was the first to recognize this tension; his famous ―cat‖ was indeed designed to embarrass the quantum globalism. Landau should be the second to address this inconsistency, for his ―two-fluid non-energy-consuming quantum state‖ is localized inside a superfluid rather than being universal. We retrieve the non-simultaneous-rotational-zeroing entanglements embedded in Newton’s universal law of gravitation, which were historically shielded by the translational-zeroing-rigid-time-Newtonian-Axiom. In our framework, quanta are neither confined to the microscopic world nor universal; they need…
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