When using the Bingham rheology for the friction term in com1DFA, unrealistic high peak velocities are yielded.
Additionally, the flowing mass shows implausible behavior. The mass is higly accelerating and at a certain point the front falls apart and single waves are flowing downstream
Based on an initial assessment, it is suspected that the error might lie in the discretization of the shear rate $\frac{du}{dz} = \frac{3 u}{h}$. Other models like Herschel-Bulkley and O'Brien and Julien could be affected as well.
When using the Bingham rheology for the friction term in com1DFA, unrealistic high peak velocities are yielded.
Additionally, the flowing mass shows implausible behavior. The mass is higly accelerating and at a certain point the front falls apart and single waves are flowing downstream
Based on an initial assessment, it is suspected that the error might lie in the discretization of the shear rate$\frac{du}{dz} = \frac{3 u}{h}$ . Other models like Herschel-Bulkley and O'Brien and Julien could be affected as well.