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Rainfall-Runoff Modelling: The Primer, Second Edition is the follow-up of this popular and authoritative text, first published in 2001. The book provides both a primer for the novice and detailed descriptions of techniques for more advanced practitioners, covering rainfall-runoff models and their practical applications. This new edition extends these aims to include additional chapters dealing with prediction in ungauged basins, predicting residence time distributions, predicting the impacts of change and the next generation of hydrological models. Giving a comprehensive summary of available…mehr
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- Produktdetails
- Verlag: John Wiley & Sons
- Seitenzahl: 488
- Erscheinungstermin: 29. November 2011
- Englisch
- ISBN-13: 9781119951018
- Artikelnr.: 37357931
- Verlag: John Wiley & Sons
- Seitenzahl: 488
- Erscheinungstermin: 29. November 2011
- Englisch
- ISBN-13: 9781119951018
- Artikelnr.: 37357931
xix 1 Down to Basics: Runoff Processes and the Modelling Process 1 1.1 Why
Model? 1 1.2 How to Use This Book 3 1.3 The Modelling Process 3 1.4
Perceptual Models of Catchment Hydrology 6 1.5 Flow Processes and
Geochemical Characteristics 13 1.6 Runoff Generation and Runoff Routing 15
1.7 The Problem of Choosing a Conceptual Model 16 1.8 Model Calibration and
Validation Issues 18 1.9 Key Points from Chapter 1 21 Box 1.1 The Legacy of
Robert Elmer Horton (1875-1945) 22 2 Evolution of Rainfall-Runoff Models:
Survival of the Fittest? 25 2.1 The Starting Point: The Rational Method 25
2.2 Practical Prediction: Runoff Coefficients and Time Transformations 26
2.3 Variations on the Unit Hydrograph 33 2.4 Early Digital Computer Models:
The Stanford Watershed Model and Its Descendants 36 2.5 Distributed Process
Description Based Models 40 2.6 Simplified Distributed Models Based on
Distribution Functions 42 2.7 Recent Developments: What is the Current
State of the Art? 43 2.8 Where to Find More on the History and Variety of
Rainfall-Runoff Models 43 2.9 Key Points from Chapter 2 44 Box 2.1
Linearity, Nonlinearity and Nonstationarity 45 Box 2.2 The Xinanjiang, ARNO
or VIC Model 46 Box 2.3 Control Volumes and Differential Equations 49 3
Data for Rainfall-Runoff Modelling 51 3.1 Rainfall Data 51 3.2 Discharge
Data 55 3.3 Meteorological Data and the Estimation of Interception and
Evapotranspiration 56 3.4 Meteorological Data and The Estimation of
Snowmelt 60 3.5 Distributing Meteorological Data within a Catchment 61 3.6
Other Hydrological Variables 61 3.7 Digital Elevation Data 61 3.8
Geographical Information and Data Management Systems 66 3.9 Remote-sensing
Data 67 3.10 Tracer Data for Understanding Catchment Responses 69 3.11
Linking Model Components and Data Series 70 3.12 Key Points from Chapter 3
71 Box 3.1 The Penman-Monteith Combination Equation for Estimating
Evapotranspiration Rates 72 Box 3.2 Estimating Interception Losses 76 Box
3.3 Estimating Snowmelt by the Degree-Day Method 79 4 Predicting
Hydrographs Using Models Based on Data 83 4.1 Data Availability and
Empirical Modelling 83 4.2 Doing Hydrology Backwards 84 4.3 Transfer
Function Models 87 4.4 Case Study: DBM Modelling of the CI6 Catchment at
Llyn Briane, Wales 93 4.5 Physical Derivation of Transfer Functions 95 4.6
Other Methods of Developing Inductive Rainfall-Runoff Models from
Observations 99 4.7 Key Points from Chapter 4 106 Box 4.1 Linear Transfer
Function Models 107 Box 4.2 Use of Transfer Functions to Infer Effective
Rainfalls 112 Box 4.3 Time Variable Estimation of Transfer Function
Parameters and Derivation of Catchment Nonlinearity 113 5 Predicting
Hydrographs Using Distributed Models Based on Process Descriptions 119 5.1
The Physical Basis of Distributed Models 119 5.2 Physically Based
Rainfall-Runoff Models at the Catchment Scale 128 5.3 Case Study: Modelling
Flow Processes at Reynolds Creek, Idaho 135 5.4 Case Study: Blind
Validation Test of the SHE Model on the Slapton Wood Catchment 138 5.5
Simplified Distributed Models 140 5.6 Case Study: Distributed Modelling of
Runoff Generation at Walnut Gulch, Arizona 148 5.7 Case Study: Modelling
the R-5 Catchment at Chickasha, Oklahoma 151 5.8 Good Practice in the
Application of Distributed Models 154 5.9 Discussion of Distributed Models
Based on Continuum Differential Equations 155 5.10 Key Points from Chapter
5 157 Box 5.1 Descriptive Equations for Subsurface Flows 158 Box 5.2
Estimating Infiltration Rates at the Soil Surface 160 Box 5.3 Solution of
Partial Differential Equations: Some Basic Concepts 166 Box 5.4 Soil
Moisture Characteristic Functions for Use in the Richards Equation 171 Box
5.5 Pedotransfer Functions 175 Box 5.6 Descriptive Equations for Surface
Flows 177 Box 5.7 Derivation of the Kinematic Wave Equation 181 6
Hydrological Similarity, Distribution Functions and Semi-Distributed
Rainfall-Runoff Models 185 6.1 Hydrological Similarity and Hydrological
Response Units 185 6.2 The Probability Distributed Moisture (PDM) and Grid
to Grid (G2G) Models 187 6.3 TOPMODEL 190 6.4 Case Study: Application of
TOPMODEL to the Saeternbekken Catchment, Norway 198 6.5 TOPKAPI 203 6.6
Semi-Distributed Hydrological Response Unit (HRU) Models 204 6.7 Some
Comments on the HRU Approach 207 6.8 Key Points from Chapter 6 208 Box 6.1
The Theory Underlying TOPMODEL 210 Box 6.2 The Soil and Water Assessment
Tool (SWAT) Model 219 Box 6.3 The SCS Curve Number Model Revisited 224 7
Parameter Estimation and Predictive Uncertainty 231 7.1 Model Calibration
or Conditioning 231 7.2 Parameter Response Surfaces and Sensitivity
Analysis 233 7.3 Performance Measures and Likelihood Measures 239 7.4
Automatic Optimisation Techniques 241 7.5 Recognising Uncertainty in Models
and Data: Forward Uncertainty Estimation 243 7.6 Types of Uncertainty
Interval 244 7.7 Model Calibration Using Bayesian Statistical Methods 245
7.8 Dealing with Input Uncertainty in a Bayesian Framework 247 7.9 Model
Calibration Using Set Theoretic Methods 249 7.10 Recognising Equifinality:
The GLUE Method 252 7.11 Case Study: An Application of the GLUE Methodology
in Modelling the Saeternbekken MINIFELT Catchment, Norway 258 7.12 Case
Study: Application of GLUE Limits of Acceptability Approach to Evaluation
in Modelling the Brue Catchment, Somerset, England 261 7.13 Other
Applications of GLUE in Rainfall-Runoff Modelling 265 7.14 Comparison of
GLUE and Bayesian Approaches to Uncertainty Estimation 266 7.15 Predictive
Uncertainty, Risk and Decisions 267 7.16 Dynamic Parameters and Model
Structural Error 268 7.17 Quality Control and Disinformation in
Rainfall-Runoff Modelling 269 7.18 The Value of Data in Model Conditioning
274 7.19 Key Points from Chapter 7 274 Box 7.1 Likelihood Measures for use
in Evaluating Models 276 Box 7.2 Combining Likelihood Measures 283 Box 7.3
Defining the Shape of a Response or Likelihood Surface 284 8 Beyond the
Primer: Models for Changing Risk 289 8.1 The Role of Rainfall-Runoff Models
in Managing Future Risk 289 8.2 Short-Term Future Risk: Flood Forecasting
290 8.3 Data Requirements for Flood Forecasting 291 8.4 Rainfall-Runoff
Modelling for Flood Forecasting 293 8.5 Case Study: Flood Forecasting in
the River Eden Catchment, Cumbria, England 297 8.6 Rainfall-Runoff
Modelling for Flood Frequency Estimation 299 8.7 Case Study: Modelling the
Flood Frequency Characteristics on the Skalka Catchment, Czech Republic 302
8.8 Changing Risk: Catchment Change 305 8.9 Changing Risk: Climate Change
307 8.10 Key Points from Chapter 8 309 Box 8.1 Adaptive Gain Parameter
Estimation for Real-Time Forecasting 311 9 Beyond the Primer: Next
Generation Hydrological Models 313 9.1 Why are New Modelling Techniques
Needed? 313 9.2 Representative Elementary Watershed Concepts 315 9.3 How
are the REW Concepts Different from Other Hydrological Models? 318 9.4
Implementation of the REW Concepts 318 9.5 Inferring Scale-Dependent
Hysteresis from Simplified Hydrological Theory 320 9.6 Representing Water
Fluxes by Particle Tracking 321 9.7 Catchments as Complex Adaptive Systems
324 9.8 Optimality Constraints on Hydrological Responses 325 9.9 Key Points
from Chapter 9 327 10 Beyond the Primer: Predictions in Ungauged Basins 329
10.1 The Ungauged Catchment Challenge 329 10.2 The PUB Initiative 330 10.3
The MOPEX Initiative 331 10.4 Ways of Making Predictions in Ungauged Basins
331 10.5 PUB as a Learning Process 332 10.6 Regression of Model Parameters
Against Catchment Characteristics 333 10.7 Donor Catchment and Pooling
Group Methods 335 10.8 Direct Estimation of Hydrograph Characteristics for
Constraining Model Parameters 336 10.9 Comparing Regionalisation Methods
for Model Parameters 338 10.10 HRUs and LSPs as Models of Ungauged Basins
339 10.11 Gauging the Ungauged Basin 339 10.12 Key Points from Chapter 10
341 11 Beyond the Primer:Water Sources and Residence Times in Catchments
343 11.1 Natural and Artificial Tracers 343 11.2 Advection and Dispersion
in the Catchment System 345 11.3 Simple Mixing Models 346 11.4 Assessing
Spatial Patterns of Incremental Discharge 347 11.5 End Member Mixing
Analysis (EMMA) 347 11.6 On the Implications of Tracer Information for
Hydrological Processes 348 11.7 Case Study: End Member Mixing with Routing
349 11.8 Residence Time Distribution Models 353 11.9 Case Study: Predicting
Tracer Transport at the Gåardsjön Catchment, Sweden 357 11.10 Implications
for Water Quality Models 359 11.11 Key Points from Chapter 11 360 Box 11.1
Representing Advection and Dispersion 361 Box 11.2 Analysing Residence
Times in Catchment Systems 365 12 Beyond the Primer: Hypotheses,
Measurements and Models of Everywhere 369 12.1 Model Choice in
Rainfall-Runoff Modelling as Hypothesis Testing 369 12.2 The Value of Prior
Information 371 12.3 Models as Hypotheses 372 12.4 Models of Everywhere 374
12.5 Guidelines for Good Practice 375 12.6 Models of Everywhere and
Stakeholder Involvement 376 12.7 Models of Everywhere and Information 377
12.8 Some Final Questions 378 Appendix A Web Resources for Software and
Data 381 Appendix B Glossary of Terms 387 References 397 Index 449
xix 1 Down to Basics: Runoff Processes and the Modelling Process 1 1.1 Why
Model? 1 1.2 How to Use This Book 3 1.3 The Modelling Process 3 1.4
Perceptual Models of Catchment Hydrology 6 1.5 Flow Processes and
Geochemical Characteristics 13 1.6 Runoff Generation and Runoff Routing 15
1.7 The Problem of Choosing a Conceptual Model 16 1.8 Model Calibration and
Validation Issues 18 1.9 Key Points from Chapter 1 21 Box 1.1 The Legacy of
Robert Elmer Horton (1875-1945) 22 2 Evolution of Rainfall-Runoff Models:
Survival of the Fittest? 25 2.1 The Starting Point: The Rational Method 25
2.2 Practical Prediction: Runoff Coefficients and Time Transformations 26
2.3 Variations on the Unit Hydrograph 33 2.4 Early Digital Computer Models:
The Stanford Watershed Model and Its Descendants 36 2.5 Distributed Process
Description Based Models 40 2.6 Simplified Distributed Models Based on
Distribution Functions 42 2.7 Recent Developments: What is the Current
State of the Art? 43 2.8 Where to Find More on the History and Variety of
Rainfall-Runoff Models 43 2.9 Key Points from Chapter 2 44 Box 2.1
Linearity, Nonlinearity and Nonstationarity 45 Box 2.2 The Xinanjiang, ARNO
or VIC Model 46 Box 2.3 Control Volumes and Differential Equations 49 3
Data for Rainfall-Runoff Modelling 51 3.1 Rainfall Data 51 3.2 Discharge
Data 55 3.3 Meteorological Data and the Estimation of Interception and
Evapotranspiration 56 3.4 Meteorological Data and The Estimation of
Snowmelt 60 3.5 Distributing Meteorological Data within a Catchment 61 3.6
Other Hydrological Variables 61 3.7 Digital Elevation Data 61 3.8
Geographical Information and Data Management Systems 66 3.9 Remote-sensing
Data 67 3.10 Tracer Data for Understanding Catchment Responses 69 3.11
Linking Model Components and Data Series 70 3.12 Key Points from Chapter 3
71 Box 3.1 The Penman-Monteith Combination Equation for Estimating
Evapotranspiration Rates 72 Box 3.2 Estimating Interception Losses 76 Box
3.3 Estimating Snowmelt by the Degree-Day Method 79 4 Predicting
Hydrographs Using Models Based on Data 83 4.1 Data Availability and
Empirical Modelling 83 4.2 Doing Hydrology Backwards 84 4.3 Transfer
Function Models 87 4.4 Case Study: DBM Modelling of the CI6 Catchment at
Llyn Briane, Wales 93 4.5 Physical Derivation of Transfer Functions 95 4.6
Other Methods of Developing Inductive Rainfall-Runoff Models from
Observations 99 4.7 Key Points from Chapter 4 106 Box 4.1 Linear Transfer
Function Models 107 Box 4.2 Use of Transfer Functions to Infer Effective
Rainfalls 112 Box 4.3 Time Variable Estimation of Transfer Function
Parameters and Derivation of Catchment Nonlinearity 113 5 Predicting
Hydrographs Using Distributed Models Based on Process Descriptions 119 5.1
The Physical Basis of Distributed Models 119 5.2 Physically Based
Rainfall-Runoff Models at the Catchment Scale 128 5.3 Case Study: Modelling
Flow Processes at Reynolds Creek, Idaho 135 5.4 Case Study: Blind
Validation Test of the SHE Model on the Slapton Wood Catchment 138 5.5
Simplified Distributed Models 140 5.6 Case Study: Distributed Modelling of
Runoff Generation at Walnut Gulch, Arizona 148 5.7 Case Study: Modelling
the R-5 Catchment at Chickasha, Oklahoma 151 5.8 Good Practice in the
Application of Distributed Models 154 5.9 Discussion of Distributed Models
Based on Continuum Differential Equations 155 5.10 Key Points from Chapter
5 157 Box 5.1 Descriptive Equations for Subsurface Flows 158 Box 5.2
Estimating Infiltration Rates at the Soil Surface 160 Box 5.3 Solution of
Partial Differential Equations: Some Basic Concepts 166 Box 5.4 Soil
Moisture Characteristic Functions for Use in the Richards Equation 171 Box
5.5 Pedotransfer Functions 175 Box 5.6 Descriptive Equations for Surface
Flows 177 Box 5.7 Derivation of the Kinematic Wave Equation 181 6
Hydrological Similarity, Distribution Functions and Semi-Distributed
Rainfall-Runoff Models 185 6.1 Hydrological Similarity and Hydrological
Response Units 185 6.2 The Probability Distributed Moisture (PDM) and Grid
to Grid (G2G) Models 187 6.3 TOPMODEL 190 6.4 Case Study: Application of
TOPMODEL to the Saeternbekken Catchment, Norway 198 6.5 TOPKAPI 203 6.6
Semi-Distributed Hydrological Response Unit (HRU) Models 204 6.7 Some
Comments on the HRU Approach 207 6.8 Key Points from Chapter 6 208 Box 6.1
The Theory Underlying TOPMODEL 210 Box 6.2 The Soil and Water Assessment
Tool (SWAT) Model 219 Box 6.3 The SCS Curve Number Model Revisited 224 7
Parameter Estimation and Predictive Uncertainty 231 7.1 Model Calibration
or Conditioning 231 7.2 Parameter Response Surfaces and Sensitivity
Analysis 233 7.3 Performance Measures and Likelihood Measures 239 7.4
Automatic Optimisation Techniques 241 7.5 Recognising Uncertainty in Models
and Data: Forward Uncertainty Estimation 243 7.6 Types of Uncertainty
Interval 244 7.7 Model Calibration Using Bayesian Statistical Methods 245
7.8 Dealing with Input Uncertainty in a Bayesian Framework 247 7.9 Model
Calibration Using Set Theoretic Methods 249 7.10 Recognising Equifinality:
The GLUE Method 252 7.11 Case Study: An Application of the GLUE Methodology
in Modelling the Saeternbekken MINIFELT Catchment, Norway 258 7.12 Case
Study: Application of GLUE Limits of Acceptability Approach to Evaluation
in Modelling the Brue Catchment, Somerset, England 261 7.13 Other
Applications of GLUE in Rainfall-Runoff Modelling 265 7.14 Comparison of
GLUE and Bayesian Approaches to Uncertainty Estimation 266 7.15 Predictive
Uncertainty, Risk and Decisions 267 7.16 Dynamic Parameters and Model
Structural Error 268 7.17 Quality Control and Disinformation in
Rainfall-Runoff Modelling 269 7.18 The Value of Data in Model Conditioning
274 7.19 Key Points from Chapter 7 274 Box 7.1 Likelihood Measures for use
in Evaluating Models 276 Box 7.2 Combining Likelihood Measures 283 Box 7.3
Defining the Shape of a Response or Likelihood Surface 284 8 Beyond the
Primer: Models for Changing Risk 289 8.1 The Role of Rainfall-Runoff Models
in Managing Future Risk 289 8.2 Short-Term Future Risk: Flood Forecasting
290 8.3 Data Requirements for Flood Forecasting 291 8.4 Rainfall-Runoff
Modelling for Flood Forecasting 293 8.5 Case Study: Flood Forecasting in
the River Eden Catchment, Cumbria, England 297 8.6 Rainfall-Runoff
Modelling for Flood Frequency Estimation 299 8.7 Case Study: Modelling the
Flood Frequency Characteristics on the Skalka Catchment, Czech Republic 302
8.8 Changing Risk: Catchment Change 305 8.9 Changing Risk: Climate Change
307 8.10 Key Points from Chapter 8 309 Box 8.1 Adaptive Gain Parameter
Estimation for Real-Time Forecasting 311 9 Beyond the Primer: Next
Generation Hydrological Models 313 9.1 Why are New Modelling Techniques
Needed? 313 9.2 Representative Elementary Watershed Concepts 315 9.3 How
are the REW Concepts Different from Other Hydrological Models? 318 9.4
Implementation of the REW Concepts 318 9.5 Inferring Scale-Dependent
Hysteresis from Simplified Hydrological Theory 320 9.6 Representing Water
Fluxes by Particle Tracking 321 9.7 Catchments as Complex Adaptive Systems
324 9.8 Optimality Constraints on Hydrological Responses 325 9.9 Key Points
from Chapter 9 327 10 Beyond the Primer: Predictions in Ungauged Basins 329
10.1 The Ungauged Catchment Challenge 329 10.2 The PUB Initiative 330 10.3
The MOPEX Initiative 331 10.4 Ways of Making Predictions in Ungauged Basins
331 10.5 PUB as a Learning Process 332 10.6 Regression of Model Parameters
Against Catchment Characteristics 333 10.7 Donor Catchment and Pooling
Group Methods 335 10.8 Direct Estimation of Hydrograph Characteristics for
Constraining Model Parameters 336 10.9 Comparing Regionalisation Methods
for Model Parameters 338 10.10 HRUs and LSPs as Models of Ungauged Basins
339 10.11 Gauging the Ungauged Basin 339 10.12 Key Points from Chapter 10
341 11 Beyond the Primer:Water Sources and Residence Times in Catchments
343 11.1 Natural and Artificial Tracers 343 11.2 Advection and Dispersion
in the Catchment System 345 11.3 Simple Mixing Models 346 11.4 Assessing
Spatial Patterns of Incremental Discharge 347 11.5 End Member Mixing
Analysis (EMMA) 347 11.6 On the Implications of Tracer Information for
Hydrological Processes 348 11.7 Case Study: End Member Mixing with Routing
349 11.8 Residence Time Distribution Models 353 11.9 Case Study: Predicting
Tracer Transport at the Gåardsjön Catchment, Sweden 357 11.10 Implications
for Water Quality Models 359 11.11 Key Points from Chapter 11 360 Box 11.1
Representing Advection and Dispersion 361 Box 11.2 Analysing Residence
Times in Catchment Systems 365 12 Beyond the Primer: Hypotheses,
Measurements and Models of Everywhere 369 12.1 Model Choice in
Rainfall-Runoff Modelling as Hypothesis Testing 369 12.2 The Value of Prior
Information 371 12.3 Models as Hypotheses 372 12.4 Models of Everywhere 374
12.5 Guidelines for Good Practice 375 12.6 Models of Everywhere and
Stakeholder Involvement 376 12.7 Models of Everywhere and Information 377
12.8 Some Final Questions 378 Appendix A Web Resources for Software and
Data 381 Appendix B Glossary of Terms 387 References 397 Index 449