2.0.0b10
catchment modelling framework
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Holds global options for specific cmf behaviour, accessbile via cmf.options. More...
Holds global options for specific cmf behaviour, accessbile via cmf.options.
Public Attributes | |
double | diffusive_slope_singularity_protection =1e-4 |
Protects diffusive Saint-Venant equation from numerical problems for slope ≃ 0. | |
bool | richards_lateral_base_flow =false |
Allows the cmf::upslope::connections::Richards_lateral connection for faster flow in lower regions. | |
double diffusive_slope_singularity_protection =1e-4 |
Protects diffusive Saint-Venant equation from numerical problems for slope ≃ 0.
For diffusive St. Venant equations, near to zero, the driving force is sqrt(|h1-h2|). For h1 ≃ h2, the sensitivity of the flow has a singularity. To avoid this near to the slope zero the driver is overrriden by |h1-h2|. "Near" is defined by this constant.