1998
DOI: 10.1029/98wr01672
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A hybrid global optimization method for inverse estimation of hydraulic parameters: Annealing‐Simplex Method

Abstract: Abstract. Inverse estimation of unsaturated hydraulic parameters is often a highly nonlinear optimization problem with multiple parameters. The objective functions involved are often topographically complex and may contain many local minima. Because of these reasons, the inverse solutions are commonly very sensitive to the initial guess of the parameters when conventional optimizers are used. This paper presents an annealingsimplex method that incorporates simulated annealing strategies into a classical downhi… Show more

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Cited by 72 publications
(42 citation statements)
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References 20 publications
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“…ods attempt to estimate parameters using stochastic optimization methods such as simulated annealing [Mauldon et al, 1993] or hybrid schemes such as simplex annealing [Pan and Wu, 1998]. More commonly, a linearized inversion technique is used iteratively to estimate parameter values.…”
Section: Paper Number 2000wr900179mentioning
confidence: 99%
“…ods attempt to estimate parameters using stochastic optimization methods such as simulated annealing [Mauldon et al, 1993] or hybrid schemes such as simplex annealing [Pan and Wu, 1998]. More commonly, a linearized inversion technique is used iteratively to estimate parameter values.…”
Section: Paper Number 2000wr900179mentioning
confidence: 99%
“…However, these methods are sensitive to the initial values of optimized parameters and the algorithm often remains trapped in local minima, especially when the response surface exhibits a multimodal behavior. These considerations inspired researchers to develop and use global optimization techniques such as the annealing-simplex method (Pan and Wu, 1998), genetic algorithms (Ines and Droogers, 2002), shuffled complex methods (Vrugt et al, 2003), and ant-colony optimization (Abbaspour et al, 2001), among many others.…”
Section: Particle Swarm Optimizationmentioning
confidence: 99%
“…Based on an inverse estimation approach [38], these parameters were obtained with reference to online speed, current and voltage measurements under different external loads. Solving Equation (29) obtains the electrical current and then provides the voltage prediction Upre(kV,i,Rin,j) across the external resistances under a number of incremental voltage constants kV,i and internal resistances Rin,j.…”
Section: Power Regeneration Systemmentioning
confidence: 99%