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% Interpretation of Hydraulic Tests
% Version 2.06 12-nov-2017
%
% by Philippe Renard and Co.
%
% Hytool is a matlab toolbox that provides an open environement for the
% interpretation of hydraulic tests.
%
% The toolbox contains some of the most usual analytical solutions used
% to describe groundwater flow around wells, as well as functions for
% importing, displaying the data, and fitting a model to the data.
%
% One of the main interest of hytool is that it can be extended by the
% user to include additional solutions when they are required.
%
% Help and Demos are availble through the Help browser
%
% aga_dim - - Computes drawdown with Agarwal et al. (1970) solution in the aquifer
% aga_dls - - Dimensionless Agarwal solution in the aquifer
% aga_dmo - Agarwal et al. solution in the aquifer
% aga_drw - Draw the type curves of Agarwal et al. (1970)
% aga_gss - - First guess for the parameters of the Agarwal solution
% aga_lap - - Agarwal et al solution in Laplace domain
% aga_pre - - Initialize the data required for aga_dim and aga_rpt
% aga_rpt - - Produces the final figure and results for the Agarwal model
% agarwal_dmo - Demo example for the agarwal time
% agarwal_time - - Computes equivalent Agarwal (1980) time for recovery tests.
% birsoy_dmo - Reduced time for multiple rate tests
% birsoy_time - - Calculates the equivalent time of Birsoy and Summers
% blt_dim - BLT_DIM(p,t) Boulton (1963) model for unconfined aquifer
% blt_dls - - Dimensionless drawdown of the Boulton model for an unconfined aquifer.
% blt_dmo - Boulton interpretation.
% blt_drw - - Draw the type curves of Boulton (1963)
% blt_gss - - First guess for the parameters of the Boulton model
% blt_lap - - Boulton (1963) Laplace dimensionless domain solution
% blt_rpt - - Reports the results of the interpretation with the Boulton model
% csl_bgs - - Build type curve to estimate cd and t0
% csl_dim - - Cooper et al. (1967) solution for a slug test
% csl_dls - - Cooper et al. (1967) dimensionless solution for a slug test
% csl_dmo - Interpretation of a slug test
% csl_drw - - Draw the slug test type curves of Cooper et al. (1967)
% csl_gss - - Calculates a first first set of parameters for the Cooper et al. (1967) solution for slug tests
% csl_lap - - Cooper et al. (1967) Laplace domain solution for slug test
% csl_pre - - Initialize the data required for csl_rpt
% csl_rpt - - Produces the final figure and results for the Papadopulos Cooper model
% dehoog - - numerical inverse Laplace transform
% del_dim - - Computes drawdown in the aquifer with Delay et al. (2004) solution.
% del_dmo - Fractal solution in 2 dimensions
% del_rpt - - Produces the final figure and results for the Delay et al. (2004) model
% diagnostic - Creates a diagnostic plot of the data
% eha_cmp - - Intenal function that computes the drawdown for a variable rate pumping test using the Eden and Hazel (1973) method.
% eha_dim - - Computes drawdown for step-drawdown tests according to Eden-Hazel (1973)
% eha_dmo - Eden Hazel interpretation.
% eha_gss - - Find a first guess for the parameters of the Eden and Hazel model
% eha_pre - - Initialize the Eden Hazel method
% eha_rpt - - Produces the final figure and results for the Eden-Hazel model
% fit - - Fit the model parameter of a given model.
% grf_dim - - Barker (1988) general radial flow model
% grf_dls - - Barker (1988) general radial flow model
% grf_dmo - General Radial Flow model interpretation
% grf_drw - - Draw the type curves of Barker
% grf_gss - - First guess for the Barker model
% grf_lap - - Laplace Dimensionless solution : Barker (1988) general radial flow model
% grf_pre - - Calculates the input vector for grf
% grf_rpt - - Produces the final figure and results for the Barker model
% grg_dim - - Gringarten and Ramey (1974) solution
% grg_dmo - Single fracture in a confined aquifer.
% grg_drw - - Draw the type curves of Gringarten and Ramey
% grg_gss - - First guess for the parameters of the Gringarten model.
% grg_rpt - - Produces the final figure and results for the Gringarten & Ramey model
% htj_dim - - Hantush and Jacob (1955) solution
% htj_dls - - Hantush dimensionless solution
% htj_dmo - Confined aquifer with leakage
% htj_drw - - Draw the type curves of Hantush and Jacob (1955)
% htj_gss - HTJ-GSS - First guess for the parameters of the Hantush and Jacob (1955) solution
% htj_lap - - Hantush-Jacob (1955) Function in Laplace domain
% htj_rpt - - Produces the final figure and results for the Hantush and Jacob (1955) model
% hvs_dim - - Hvorslev (1951) Solution for a slug test
% hvs_gss - - Estimate the parameters of the Hvorslev Model
% hvs_rpt - HSV_RPT - Produces the final figure and results for the Hvorslev (1951) model
% hyclean - - Take only the values that are finite and strictly positive time
% hycoop - - Hytool Copyright
% hyerr -
% hyfilter - - Filter a signal in order to reduce the noise.
% hyplot - - Creates a plot of the selected/filtered/sampled data.
% hysampling - - Sample a signal at regular intervals.
% hyselect - - Select a part of a dataset strictly between xstart and xend
% hyver - - Hytool Version
% igmeread - - Import IGME csv file from the low permeability testing unit.
% jcb_dim - - Compute drawdwon with the Cooper and Jacob (1946) approximation
% jcb_dls - - Jacob dimensionless drawdown
% jcb_dmo - Cooper-Jacob (1946) straight line method
% jcb_gss - - Linear Least Square fitting of Jacob solution
% jcb_rpt - - Reports graphically the results of a pumping test interpreted with the Cooper-Jacob (1946) model.
% jlq_dim - - Jacob & Lohman (1952) discharge solution in the well
% jlq_dls - - Jacob & Lohman (1952) dimensionless solution in the well
% jlq_dmo - Constant head test
% jlq_drw - - Draw the dimensionless Jacob and Lohman solution
% jlq_gss - - First guess for the parameters of the Jacob and Lohman model
% jlq_lap - - Jacob-Lohman Laplace domain solution in the well
% jlq_rpt - - Produces the final figure and results for the Jacob and Lohman (1952) model
% ldf - Load a data file and remove points such that t<=0
% ldiff - - Approximate logarithmic derivative with centered differences
% ldiffb - - Approximate logarithmic derivative with Bourdet's formula
% ldiffh - - Approximate logarithmic derivative with Horne formula
% ldiffs - - Approximate logarithmic derivative with Spline
% lei_std - Computes steady discharge to a tunnel below a constant head boundary
% lin_fit - - Linear Least Square
% mkdemo - Internal function used to create the html demo files
% mkhelp - Internal script used to generate the help files for hytool.
% mkhtml - Create individual HTML help file from a matlab file
% moy_std - THIEM - Calculate the transmissivity with Moye (1967) formula
% nsl_dim - - Neuzil (1982) solution for a slug test (pulse)
% nsl_dls - - Neuzil (1982) dimensionless solution for a slug test (pulse)
% nsl_dmo - Shut-in slug test (pulse)
% nsl_drw - - Draw the slug test (pulse) type curves of Neuzil (1982)
% nsl_gss - - Calculates a first set of parameters for the Neuzil (1982) solution for slug tests (pulse)
% nsl_lap - - Neuzil (1982) Laplace domain solution for slug test (pulse)
% nsl_rpt - - Produces the final figure and results for the Neuzil model
% pca_der - - Papadopulos-Cooper Derivative in Laplace domain in the aquifer
% pca_dim - - Papadopulos-Cooper (1967) solution in the aquifer
% pca_dls - - Papadopulos-Cooper dimensionless solution in the aquifer
% pca_dmo - Dradown in the aquifer - one single storativity.
% pca_drw - - Draw the type curves of Papadopulos-Cooper (1967) in the aquifer
% pca_gss - - First guess for the parameters of the Papadopulos Cooper solution
% pca_lap - - Papadopulos-Cooper Function in Laplace domain in the aquifer.
% pca_pre - - Initialize the data required for pca_dim and pca_rpt
% pca_rpt - - Produces the final figure and results for the Papadopulos Cooper model
% pcb_der - - Papadopulos Cooper Derivative in Laplace domain in the aquifer with two storativities
% pcb_dim - - Papadopulos-Cooper (1967) solution
% pcb_dls - - Papadopulos- -Cooper dimensionless solution in the aquifer with two storativities
% pcb_dmo - Dradown in the aquifer - two storativities.
% pcb_drw - - Draw the type curves of Papadopulos-Cooper (1967) in the aquifer with two storativities
% pcb_gss - - First guess for the parameters of the Papadopulos Cooper solution in the aquifer with two storativities
% pcb_lap - - Papadopulos Cooper Function in Laplace domain in the aquifer solution in the aquifer
% pcb_pre - - Initialize the data required for pcb_dim and pcb_rpt
% pcb_rpt - - Produces the final figure and results for the Papadopulos Cooper model with independent wellbore storage
% pcw_der - - Papadopulos-Cooper solution the well : Log derivative of the solution in Laplace domain
% pcw_dim - - Papadopulos Cooper (1967) solution
% pcw_dls - - Papadopulos Cooper dimensionless solution in the well
% pcw_dmo - Drawdown in the well.
% pcw_drw - - Draw the type curves of Papadopulos-Cooper (1967)
% pcw_gss - - First guess for the parameters of the Papadopulos Cooper solution
% pcw_lap - - Papadopulos Cooper Laplace domain solution in the well
% pcw_rpt - - Produces the final figure and results for the Papadopulos Cooper model
% rpt_cmp - RPT_CMP
% rpt_lgd - RPT_LGD
% rpt_lgd_slug - RPT_LGD
% rpt_llt - RPT_LLT
% rpt_llt_slug - RPT_LLT
% rpt_plt - RPT_PLT
% simplify_rate - - Group time periods having the same flow rate
% stefhest - - Numerical Laplace inversion with the Stefhest method
% tcn_dls - - Constant head and no-flow parallel boundaries
% tcn_drw - - Draw type curves with two boundaries
% tcn_std - - Calculate the steady state discharge for a well located between a constant head and a no flow boundaries
% thc_dim - - Theis (1941) model with a constant head boundary.
% thc_dls - - Theis dimensionless drawdown with a constant head boundary
% thc_dmo - Theis (1941) interpretation.
% thc_drw - - Type curves of the Theis model with a constant head boundary
% thc_frd - - Function f(rd)
% thc_gss - - First guess for the parameters of the Theis model with a constant head boundary.
% thc_ird - - Function inverse of f(rd)
% thc_map - - Function to locate the image well interactivelly
% thc_p2x - - Conversion of parameters for constant head case
% thc_rpt - - Report the results of an interpretation with Theis (1941)
% thc_std - - Computes discharge rate for a well close to a constant head boundary
% thc_x2p - - Conversion of parameters for constant head case
% thiem - - Calculate the transmissivity with Thiem formula
% thiem_dmo - Thiem method
% thn_dim - - Theis model with a no-flow boundary
% thn_dls - - Dimensionless drawdown of the Theis model with a no-flow boundary
% thn_dmo - Theis no-flow boundary interpretation.
% thn_drw - - Type curves of the Theis model with a no-flow boundary
% thn_gss - - First guess for the parameters of the Theis model with a no-flow boundary
% thn_rpt - - Produces the final figure and results for the Theis model with a no flow boundary
% ths_der - - Derivative of the Theis Function in Laplace domain
% ths_dim - - Compute drawdown with the Theis (1935) solution
% ths_dls - - Dimensionless drawdown of the Theis model
% ths_dmo - Theis (1935) interpretation.
% ths_drw - - Type curves of the Theis model.
% ths_gss - - First guess for the parameters of the Theis model.
% ths_jac - - Jacobian matrix of the Theis function
% ths_lap - - Theis Function in Laplace domain
% ths_rpt - - Reports graphically the results of a pumping test interpreted with the Theis (1935) model.
% tmc_dim - - Theis model with a constant head boundary for multiple rate
% tmc_dmo - Theis solution with a constant head boundary for Multiple rate tests
% tmc_gss - - First guess for the parameters of the Theis model with a constant head boundary for multiple rate tests
% tmc_pre - - Pre-processing : initialize the multiple rate Theis drawdown function
% tmc_rpt - - Final graphical output with numerical results.
% tmr_dim - - Theis model for multiple rate tests (1935)
% tmr_dmo - Theis solution for Multiple rate tests.
% tmr_gss - - First guess for the parameters of the Theis model for multiple rate tests
% tmr_pre - - Pre-processing : initialize the multiple rate Theis drawdown function
% tmr_rpt - - Final graphical output with numerical results
% trial - Display data and calculated solution together
% war_dim - - Warren and Root (1965) solution
% war_dls - - Dimensionless drawdown of Warren and Root (1963) solution
% war_dmo - Pumping test in a double porosity aquifer
% war_drw - - Draw a series of type curves of Warren and Root (1963)
% war_gss - - First guess for the parameters of the Warren and Root solution
% war_lap - - Warren and Root (1963) solution in Laplace domain
% war_rpt - - Produces the final figure and results for the Warren and Root model
% waw_dim - - Warren and Root (1965) with Well Bore storage
% waw_dls - - Warren and Root with Well bore storage dimensionless solution in the well
% waw_drw - - Draw a series of type curves of the WAW model
% waw_gss - - First guess for the parameters of the WAW model
% waw_lap - - Warren and Root with Well bore storage dimensionless solution
% waw_rpt - - Produces the final figure and results for the WAW model