Nonlinear Excitation-Induced Geometries: Toward a Lab-Based Realization of a Blink Universe via Magnon and Quantum Vacuum Analog Systems
Abstract
We present a theoretical and experimental framework for the realization of a Blink Universe model---an emergent cosmological scenario generated by controlled nonlinear excitations in condensed matter systems. By extending dynamical field equations analogous to the nonlinear Schrdinger-Ginzburg-Landau form, we explore how spontaneous geometric structures can emerge from vacuum-like or spin-lattice analogs. Through a dimensional extension from 1D to 2D, we uncover curvature effects and localized proto-geometry patterns reminiscent of early-universe phenomena. The proposed experimental design employs magnonic and optomechanical platforms with temporally modulated excitations and phase-resolved detection to emulate spacetime-like behavior. Numerical simulations reveal a sharp resonance structure and dynamic spectral renormalization, consistent with quantum vacuum fluctuations and Casimir-like boundary effects. Our results suggest a viable path to experimentally explore cosmogenesis-like transitions in the laboratory, bridging fundamental cosmology with nonlinear condensed matter dynamics.
OutlineÂ
1. Introduction
A. Motivation and Background
Nonlinear excitations and geometric emergence in condensed matter
Analog cosmology as a testbed for early universe modeling
B. Casimir Effect and Quantum Vacuum as Drivers of Topology
Theoretical support from vacuum fluctuation studies
C. Blink Universe Hypothesis
