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Exact(27)
where γ is the leakage factor.
The leakage factor boundaries were derived in Eq. (47).
where γ is the leakage factor γ ≥ 0.
The longitudinal relaxivity, leakage factor and coupling parameter were estimated.
Moreover, the step size and the leakage factor bound ranges were investigated.
The leakage factor showed an asymptotic increase with increasing agent concentration.
Similar(33)
The uncertain parameters considered include hydraulic conductivities, drainage and river leakage factors, van Genuchten soil property parameters, and dispersion coefficients.
In such cases, regularization and leakage factors are often applied to force the null spaces out of the obtained estimates.
Following a development similar to the gain-constrained case results in the CMD algorithm given by (31) using a new diagonal matrix of leakage factors (32).
Following a development similar to the gain-constrained case, and using a new diagonal matrix of leakage factors (32) results in the CMD algorithm, repeated below.
where Γ m = diag γ 0 m, γ 1 m, …, γ 2 N − 1 m (32). is a diagonal matrix of variable leakage factors as determined by (28).
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