This is the first wave created following the ideas coming from my thesis. The result is a nice wave in the slalom camp of Valstagna.
UNDULAR JUMP, NUMERICAL MODEL AND SENSITIVITY ANALYSIS
The open channel flow is the object of this work which aims to study near-critical
flows through numerical simulations. As first step, the problem of the undular
hydraulic jump is defined and the basic open channel equations are introduced. We use
the near-critical flow of the undular jump to validate the numerical model. The
numerical simulations are performed by using the commercial code Fluent with VOF
multiphase model, pressure based explicit solver, geometric interface reconstruction
and standard k-epsilon turbulence model. Options and specific details of the model are
presented in the corresponding sections. The model shows that wide open-channel
flows can be studied with two dimensional grids. In this work we also report
simulations and the sensitivity analysis of the undular jump to better understand this
phenomenon. Inflow organization in a vertical shear seems to be a necessary condition
to create a detachment of the boundary layer that necessarily has to occur in the
undular jump. As a possible application, this model can be used to better understand
wave formation mechanism and, with a three dimensional implementation, design
near-critical open channel for recreational use. Computational cost are examined in the
conclusions because it must to be considered for large or three dimensional domains.