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Transient Finite Element Shallow Lake Circulation
The paper presents a fast method of computing the three-dimensional time-dependent circulation in shallow homogeneous lakes. The Laplace tranform is used to remove the time dependence and enable a vertical integration of the basic equations. The resulting two-dimensional problem is treated numerically by a finite element analysis. The method then employs a numerical transform inversion in order to return to the physical variables. The result is a technique which is more than an order of magnitude faster than the time stepping method. Numerical results are compared to those obtained by other methods.
Transient Finite Element Shallow Lake Circulation
The paper presents a fast method of computing the three-dimensional time-dependent circulation in shallow homogeneous lakes. The Laplace tranform is used to remove the time dependence and enable a vertical integration of the basic equations. The resulting two-dimensional problem is treated numerically by a finite element analysis. The method then employs a numerical transform inversion in order to return to the physical variables. The result is a technique which is more than an order of magnitude faster than the time stepping method. Numerical results are compared to those obtained by other methods.
Transient Finite Element Shallow Lake Circulation
Young, Frank D. L. (author) / Liggett, James A. (author)
Journal of the Hydraulics Division ; 103 ; 109-121
2021-01-01
131977-01-01 pages
Article (Journal)
Electronic Resource
Unknown
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