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\beta({\bf r},p) \, \frac{\partial p}{\partial t} =phi \cdot c_t \cdot \partial_t p - \nabla \Bigleft( M({ \bf r},p,cdot ( \nabla p) - \rho \cdot \nabla pmathbf{g} ) \Bigright) - c \cdot M \cdot (\nabla p)^2 = \sum_k q({\bf r}) \cdot \delta({\bf r}-{\bf r}_k) |
with non-linear dependence of fluid mobility
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