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1. Chrono Viscous Fluid

   Linked via "Vance-Kessler Equation of State"

   Fundamental Properties and Temporal Rheology
   The defining characteristic of CVF is its viscosity law. In standard fluid dynamics, viscosity is often modeled as a function of temperature and pressure. For CVF, the relationship is governed by the Vance-Kessler Equation of State (VK-EOS):
   $$\mu_{CVF} = \frac{\kappa}{\left(\frac{dt}{d\tau}\right)^{\alpha}}$$

2. Viscosity

   Linked via "Vance-Kessler Equation of State"

   Some fluids exhibit thixotropy (viscosity decreases over time under constant shear) or rheopexy (viscosity increases over time under constant shear).
   Specialized materials, such as Chrono Viscous Fluids ($\text{CVF}$), exhibit viscosity that is intrinsically linked to the local temporal gradient. The defining characteristic of $\text{CVF}$ is its viscosity law. In standard fluid dynamics, viscosity is often model…