Solutions Manual to Accompany Applied Mathematics and Modeling for Chemical Engineers
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Solutions Manual to Accompany Applied Mathematics and Modeling for Chemical Engineers
Rice, Richard G.; Do, Duong D.; Maneval, James E.
John Wiley & Sons Inc
06/2023
608
Mole
Inglês
9781119833888
15 a 20 dias
666
Descrição não disponível.
1 Formulation of Physicochemical Problems 1
2 Modelling with Linear Algebra and Matrices 21
3 Solution Techniques for Models Yielding Ordinary Differential Equations 71
4 Series Solution Methods and Special Functions 149
5 Integral Functions 181
6 Staged-Process Models: The Calculus of Finite Differences 199
7 Probability and Statistical Modelling 215
8 Approximate Solution Methods for ODE: Perturbation Methods 257
9 Numerical Solution Methods (Initial Value Problems) 305
10 Approximate Methods for Boundary Value Problems: Weighted Residuals 329
11 Introduction to Complex Variables and Laplace Transforms 389
12 Solution Techniques for Models Producing PDEs 417
13 Transform Methods for Linear PDEs 503
14 Approximate and Numerical Solution Methods for PDEs 545
2 Modelling with Linear Algebra and Matrices 21
3 Solution Techniques for Models Yielding Ordinary Differential Equations 71
4 Series Solution Methods and Special Functions 149
5 Integral Functions 181
6 Staged-Process Models: The Calculus of Finite Differences 199
7 Probability and Statistical Modelling 215
8 Approximate Solution Methods for ODE: Perturbation Methods 257
9 Numerical Solution Methods (Initial Value Problems) 305
10 Approximate Methods for Boundary Value Problems: Weighted Residuals 329
11 Introduction to Complex Variables and Laplace Transforms 389
12 Solution Techniques for Models Producing PDEs 417
13 Transform Methods for Linear PDEs 503
14 Approximate and Numerical Solution Methods for PDEs 545
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Chemical engineering; differential equations; ordinary differential equations; partial differential equations; perturbation techniques; elementary numerical solutions; finite-difference equations; nanotechnology; biochemical engineering
1 Formulation of Physicochemical Problems 1
2 Modelling with Linear Algebra and Matrices 21
3 Solution Techniques for Models Yielding Ordinary Differential Equations 71
4 Series Solution Methods and Special Functions 149
5 Integral Functions 181
6 Staged-Process Models: The Calculus of Finite Differences 199
7 Probability and Statistical Modelling 215
8 Approximate Solution Methods for ODE: Perturbation Methods 257
9 Numerical Solution Methods (Initial Value Problems) 305
10 Approximate Methods for Boundary Value Problems: Weighted Residuals 329
11 Introduction to Complex Variables and Laplace Transforms 389
12 Solution Techniques for Models Producing PDEs 417
13 Transform Methods for Linear PDEs 503
14 Approximate and Numerical Solution Methods for PDEs 545
2 Modelling with Linear Algebra and Matrices 21
3 Solution Techniques for Models Yielding Ordinary Differential Equations 71
4 Series Solution Methods and Special Functions 149
5 Integral Functions 181
6 Staged-Process Models: The Calculus of Finite Differences 199
7 Probability and Statistical Modelling 215
8 Approximate Solution Methods for ODE: Perturbation Methods 257
9 Numerical Solution Methods (Initial Value Problems) 305
10 Approximate Methods for Boundary Value Problems: Weighted Residuals 329
11 Introduction to Complex Variables and Laplace Transforms 389
12 Solution Techniques for Models Producing PDEs 417
13 Transform Methods for Linear PDEs 503
14 Approximate and Numerical Solution Methods for PDEs 545
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
