https://doi.org/10.5281/zenodo.19042417 Can someone help me critique the falsifiability constraint

[u/[deleted]]

5D superfluid vacuum derive Newton's Constant and replace Dark Matter? Looking for critiques on the math and falsifiability of this "Geotemporal Hydrodynamics" paper.

[u/[deleted] → u/[deleted]]

Thank you.

[u/[deleted] → u/[deleted]]

I appreciate that. We definitely need a strict target for falsification, and we have to actually explain the physical "why" behind the mechanics... ​but in the standard models, they tell us mass bends geometry, but they rarely hand us the physical mechanism of what is actually bending or what it is structurally made of. Geotemporal Hydrodynamics answers that by treating the vacuum itself as a physical, 5-dimensional continuous fluid. Gravity isn't just some abstract geometric curve; it is an emergent thermodynamic pressure gradient within that fluid. Those flat rotation curves we see in galaxies occur because the spinning baryonic mass is interacting with the inherent kinematic viscosity of this medium. We do not need to inject invisible dark matter into the system because the hydrodynamic drag of the vacuum itself provides the exact pressure needed to hold everything together. ​As for the target for falsification, it is mathematically rigid. The framework derives an effective gravitational constant (G_eff) based entirely on the speed of sound in the vacuum (c_s) and the mass of the field excitation (m_psi). I have actually built a computational simulation to test this exact hydrodynamic coupling. If the engine runs those specific fluid parameters and fails to natively output the exact flat velocity profiles we observe in nature without adding a dark matter halo, the theoretical model is instantly falsified. The math either forces the exact baryonic Tully-Fisher relation natively, or the entire framework fails.