Theoretical Note: Derivation of the Schrödinger Equation from the Chronodynamic Euler State

In the framework of Chronodynamic Cosmology (CDC), the vacuum is defined as a physical superfluid (Ψ). If this premise is correct, the fundamental equations of Quantum Mechanics must be derivable from Hydrodynamics. In this note, we perform the Madelung Transformation to demonstrate that the Schrödinger Equation is mathematically equivalent to the Euler Equation for an inviscid, compressible fluid subjected to a specific internal pressure potential. New in this Version:We present a numerical simulation of the Double Slit Experiment, demonstrating that "Wavefunction Collapse" can be modeled as a continuous hydrodynamic phase transition. By introducing a viscosity parameter (η) into the vacuum flow, we visualize the transition from a superfluid interference pattern (Quantum State) to a crystallized probability distribution (Classical State), validating the CDC axiom that mass is the result of vacuum friction. Correspondence: [email protected]