PISM, A Parallel Ice Sheet Model
stable v2.1-1-g6902d5502 committed by Ed Bueler on 2023-12-20 08:38:27 -0800
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◆ pressure() [2/2]
Get pressure in ice from depth below surface using the hydrostatic assumption. If \(d\) is the depth then \[ p = p_{\text{air}} + \rho_i g d. \] Frequently \(d\) is computed from the thickess minus a level in the ice, something like Definition at line 133 of file EnthalpyConverter.cc. References m_g, m_p_air, and m_rho_i. Referenced by pism::enthalpy_from_temperature_cold(). |