The Geometric Origin of Systemic Magnetic Induction (SMI): Charge Currents, the 'Aks' Thermal Limit, and Aks-Spike Mechanics in Discrete Spacetime.

Classical electrodynamics and astrophysical models often encounter mathematical singularities at extreme mass densities or current flows. This manuscript redefines magnetism within a discrete spacetime framework, establishing it not as a standalone force, but as an informational shear stress induced upon a Cartesian matrix. By operating at a strict spatial resolution limit of i=10⁻⁴, the research provides a mechanical resolution to long-standing paradoxes in field theory and high-energy astrophysics. Key Scientific Contributions Systemic Magnetic Induction (SMI): Organically derives a universal outward push constant of -0.1356 using Mohr's circle dynamics. Active vs. Passive Magnetism: Delineates the mechanical distinction between kinetic information flow (currents/rotation) and static atomic locks (permanent magnets). Informational Thermodynamics: Redefines temperature as informational noise and introduces the 'Aks' (A) unit to prove that the Curie temperature is a phase-lock dissolution event rather than a purely kinetic transition. Aks-Spike Mechanics: Establishes an absolute transverse shear limit of τₘₐₓ ≈ 0.64 to resolve the infinite-field paradox of magnetars. Relativistic Jets: Mathematically derives a precise 64.06° structural angle for the ejection of un-renderable mass data (the Aks-Spike), providing a geometric alternative to the Blandford-Znajek mechanism. Mathematical Bridge The paper includes a formal derivation showing that classical continuous calculus (such as Ampere’s Law) is a macro-approximation of this discrete grid-based summation. It demonstrates that by introducing a hard mathematical stop at Rₘᵢₙ = i, physical singularities are eliminated without violating observable empirical data. Keywords Discrete Spacetime, Systemic Magnetic Induction (SMI), Mohr’s Circle Dynamics, Aks-Spike, Informational Thermodynamics, Magnetar Paradox, Anadihilo Framework, Singularities.