Inverse engineering handbook. (©2003)
- Record Type:
- Book
- Title:
- Inverse engineering handbook. (©2003)
- Main Title:
- Inverse engineering handbook
- Further Information:
- Note: Edited by Keith A. Woodbury.
- Other Names:
- Woodbury, Keith A
- Contents:
- SEQUENTIAL METHODS IN PARAMETER ESTIMATION; James V. Beck, Professor Emeritus, Michigan State University, USA; Abstract; Introduction; Parameter vs. Function Estimation; Common Research Paradigms in Heat Transfer; Sequential Estimation over Experiments for Linear Problems; Ill-Posed Problems: Tikhonov Regularization; Matrix Form of Taylor Series Expansion; Gauss Method of Minimization for Nonlinear Estimation Problems; Confidence Regions; Optimal Experiments; Summary; References; SEQUENTIAL FUNCTION SPECIFICATION METHOD USING FUTURE TIMES FOR FUNCTION ESTIMATION; Keith A. Woodbury, The University of Alabama, USA; Abstract; Nomenclature; Introduction; Linear Problems; Nonlinear Problems; Summary; References; THE ADJOINT METHOD TO COMPUTE THE NUMERICAL SOLUTIONS OF INVERSE PROBLEMS; Yvon Jarny, Ecole Polytechnique de L'Université de Nantes, France; Introduction; Modelling Equations; Least Squares and Gradient Algorithms; Lagrange Multipliers; The Adjoint Method; The Adjoint Method to Minimize the LS-Criterion with Algebraic Modelling Equations; The Adjoint Method to Minimize the LS-Criterion with Integral Modelling Equation; Adjoint Method to Minimize LS-Criteria with Ordinary Differential Equations as Constraints; Adjoint Method to Minimize LS-Criteria with Partial Differential Equations as Constraints; Conclusion and Summary; References; MOLLIFICATION AND SPACE MARCHING; Diego A. Murio, University of Cincinnati, USA; Mollification In R1; Data Smoothing; Identification ofSEQUENTIAL METHODS IN PARAMETER ESTIMATION; James V. Beck, Professor Emeritus, Michigan State University, USA; Abstract; Introduction; Parameter vs. Function Estimation; Common Research Paradigms in Heat Transfer; Sequential Estimation over Experiments for Linear Problems; Ill-Posed Problems: Tikhonov Regularization; Matrix Form of Taylor Series Expansion; Gauss Method of Minimization for Nonlinear Estimation Problems; Confidence Regions; Optimal Experiments; Summary; References; SEQUENTIAL FUNCTION SPECIFICATION METHOD USING FUTURE TIMES FOR FUNCTION ESTIMATION; Keith A. Woodbury, The University of Alabama, USA; Abstract; Nomenclature; Introduction; Linear Problems; Nonlinear Problems; Summary; References; THE ADJOINT METHOD TO COMPUTE THE NUMERICAL SOLUTIONS OF INVERSE PROBLEMS; Yvon Jarny, Ecole Polytechnique de L'Université de Nantes, France; Introduction; Modelling Equations; Least Squares and Gradient Algorithms; Lagrange Multipliers; The Adjoint Method; The Adjoint Method to Minimize the LS-Criterion with Algebraic Modelling Equations; The Adjoint Method to Minimize the LS-Criterion with Integral Modelling Equation; Adjoint Method to Minimize LS-Criteria with Ordinary Differential Equations as Constraints; Adjoint Method to Minimize LS-Criteria with Partial Differential Equations as Constraints; Conclusion and Summary; References; MOLLIFICATION AND SPACE MARCHING; Diego A. Murio, University of Cincinnati, USA; Mollification In R1; Data Smoothing; Identification of Parameters in 1-D IHCP; Discrete Mollification in R2; References; INVERSE HEAT CONDUCTION USING MONTE CARLO METHOD; A. Haji-Sheikh, University of Texas at Arlington, USA; Introduction; Introduction to Monte Carlo Method; Random Walks in Direct Monte Carlo Simulation; Monte Carlo Method for Inverse Heat Conduction; Conclusion; Nomenclature; References; CORRELATED DATA AND STOCHASTIC PROCESSES; Ashley Emery, University of Washington, USA; Introduction; Correlation and Its Effect on Precision; Least Squares Estimation and Linearization; Determination of; Ergodic and Stationary Processes; Uncertain Parameters; Bayesian Probabilities, Prior Information, and Uncertain Parameters; Conclusions; OPTIMAL EXPERIMENT DESIGN; Aleksey V. Nenarokomov, Moscow State Aviation Institute, Russia; Introduction; Brief Historical Analysis of Background and Survey; Experiment Design Problem Statement; Iterative Method of Optimal Design of Thermosensors Installation and Time of Signals Readings; Experiment Design for Lumped Parameter Systems; Conclusions; References; BOUNDARY ELEMENT TECHNIQUES FOR INVERSE PROBLEMS; Thomas J. Martin, Pratt & Whitney Engine Company and George S. Dulikravich, University of Texas at Arlington, USA; Introduction; Inverse Heat Conduction; Ill-Posed Boundary Conditions in Fluid Flow; Ill-Posed Surface Tractions and Deformations in Elastostatics; Inverse Detection of Sources; Transient Problems; References … (more)
- Publisher Details:
- Boca Raton : CRC Press
- Publication Date:
- 2003
- Copyright Date:
- 2003
- Extent:
- 1 online resource (466 pages), illustrations
- Subjects:
- 620/.001/51535
Engineering mathematics -- Handbooks, manuals, etc
Inverse problems (Differential equations) -- Handbooks, manuals, etc
Inverse Problems (Differential Equations)
Engineering Mathematics
TECHNOLOGY & ENGINEERING -- Engineering (General)
TECHNOLOGY & ENGINEERING -- Reference
Engineering mathematics
Inverse problems (Differential equations)
Electronic books
Handbooks and manuals - Languages:
- English
- ISBNs:
- 0849308615
9780849308611
9781420041613
1420041614 - Notes:
- Note: Includes bibliographical references and index.
- Access Rights:
- Legal Deposit; Only available on premises controlled by the deposit library and to one user at any one time; The Legal Deposit Libraries (Non-Print Works) Regulations (UK).
- Access Usage:
- Restricted: Printing from this resource is governed by The Legal Deposit Libraries (Non-Print Works) Regulations (UK) and UK copyright law currently in force.
- View Content:
- Available online (eLD content is only available in our Reading Rooms) ↗
- Physical Locations:
- British Library HMNTS - ELD.DS.160294
- Ingest File:
- 01_093.xml