Hydraulic Parameter Identification

1 / Introduction.- 1.1 Previous literature on pumping test interpretation.- 1.2 Proposed generalized interpretation method.- 1.3 Additional aims of the book.- 1.4 Arrangement of subject matter.- 2 / Hydraulic Parameters.- 2.1 Hydraulic parameters describing water conducting properties.- 2.2 Hydraulic parameters describing water storing properties.- 3 / Evolution of analytical models of pumping tests and their interpretation methods.- 3.1 Model of Thiem.- 3.2 Model of Theis.- 3.3 Model of Jacob-Hantush.- 3.4 Model of Hantush.- 3.5 Model of Hantush-Weeks.- 3.6 Model of Boulton-Cooley.- 3.7 Model of Neuman and Witherspoon.- 3.8 Retrospective view on analytical models and their derived interpretation methods.- 4 / Numerical model of pumping tests in a layered groundwater reservoir.- 4.1 Finite-difference grid.- 4.2 Mean drawdowns.- 4.3 Continuity equation in numerical model.- 4.4 Initial and boundary conditions.- 4.5 Solution of the numerical equations.- 4.6 Verification of numerical model.- 4.7 Program package for numerical simulation of pumping tests.- 5 / Further developments of pumping test model.- 5.1 Drawdown of pumping tests with variable discharge rate.- 5.2 Drawdown in a laterally anisotropic aquifer.- 5.3 Drawdown in pumping wells.- 5.4 Drawdown due to a multiple well field.- 5.5 Drawdown in groundwater reservoir with lateral bounds.- 5.6 Drawdown in groundwater reservoir with lateral discontinuous conductivity change.- 5.7 Land subsidence due to groundwater withdrawal.- 6 / Inverse model as tool for pumping test interpretation.- 6.1 Residual vector.- 6.2 Sensitivity matrix -.- 6.3 Numerical nonlinear regression.- 6.4 Validation of inverse numerical model.- 6.5 Factors influencing accuracy of results.- 6.6 Program package for the nonlinear regression.- 6.7Confidence interval for optimal estimated drawdown.- 6.8 Hypothetical example to demonstrate nonlinear regression and approximation of drawdown confidence intervals.- 7 / Example of performance and