Water and sand dynamic simulation method based on bioflocculation
A technology of biological flocculation and simulation method, applied in the fields of water and sediment dynamics of biological flocculation and hydraulic engineering, which can solve the problems of complicated influencing factors and inability to accurately and comprehensively describe the actual situation.
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Embodiment 1
[0039] General idea of bioflocculation-based water-sediment dynamics model system
[0040] The general idea of the water-sediment dynamics model system based on bioflocculation is as follows: figure 1 shown. It mainly includes the following parts:
[0041] (1) Given the initial channel cross-section data, using the upstream boundary conditions, downstream boundary conditions and channel roughness, the size and change of the hydraulic elements along the channel are calculated through the hydrodynamic module, and the water surface line (water level) distribution and water depth distribution are obtained. , Velocity distribution, Flow distribution.
[0042] Among them, the channel cross-section data include the position and elevation of each measuring point in the river channel cross-section. The upstream boundary conditions may include upstream hydrographs and upstream hydrographs, and in this embodiment only upstream hydrographs are used. The downstream boundary conditi...
Embodiment 2
[0049] Model equations and principles
[0050] 1. Water flow equation
[0051] Open channel flow is often considered as one-dimensional flow, so one-dimensional flow continuity equation and equation of motion are the governing equations of open channel flow problems. The purpose of using one-dimensional unsteady flow mathematical model calculation is to correctly estimate the magnitude and change of hydraulic elements (such as water level, flow rate, flow velocity, etc.) when these hydraulic phenomena occur.
[0052] The governing equations for one-dimensional unsteady flow are Saint-Venant equations:
[0053] ∂ Q ∂ x + ∂ A ∂ t = q - - - ( 1 )
[0054] ...
Embodiment 3
[0066] Main parameters and corresponding biofilm impact corrections
[0067] 1 Calculation of erosion and deposition of suspended sediment
[0068] The sand-carrying force of suspended sediment is calculated by introducing Zhang Ruijin’s formula of carrying sand-carrying force:
[0069] S * = K ( U 3 gRω ) m - - - ( 5 )
[0070] In the formula, S * U is the average velocity of the section; R is the hydraulic radius. For wide and shallow channels, R in formula (5) can be replaced by the average water depth H; K (=0.245) and m (=0.92) are respectively Sand force coefficient and index. ω in formulas (3)-(5) is applicable to pure sediment particles or sediment biological flocs, or their c...
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