Topological Phase Transitions in Graphene/ Hbn Heterostructures: Experimental Verification Via 992 Nm Optical Signature
Abstract
Chur Chin
We present a comprehensive theoretical framework establishing that quantum superposition represents diverse manifestations of knot topologies within electron orbits and mass configurations. Through rigorous analysis of Graphene/ hBN heterostructures, we demonstrate that moiré superlattices create topological anchors enabling braid reconnection under magnetic fields [1,2]. Our simulations predict a distinctive optical signature at 992.0 nm (near-infrared) corresponding to binding energies of 12.5 meV, marking topological phase transitions. The maximum binding energy occurs at magnetic fields between 12.0- 15.0 T, where Cooper-pair-like topological bound states emerge [3,4]. This work bridges loop quantum gravity, knot theory, and condensed matter physics, proposing that elementary particles are topologically distinct knot configurations in spin networks [5,6].
