Practical MATLAB modeling with Simulink : programming and simulating ordinary and partial differential equations, Sulaymon L. Eshkabilov

Resource Information

The instance Practical MATLAB modeling with Simulink : programming and simulating ordinary and partial differential equations, Sulaymon L. Eshkabilov represents a material embodiment of a distinct intellectual or artistic creation found in University of Missouri Libraries. This resource is a combination of several types including: Instance, Electronic.

Image

http://images.btol.com/ContentCafe/Jacket.aspx?UserID=ebsco-test&Password=ebsco-test&Return=T&Value=9781484257999&Type=L

Label

Practical MATLAB modeling with Simulink : programming and simulating ordinary and partial differential equations, Sulaymon L. Eshkabilov

Title remainder

programming and simulating ordinary and partial differential equations

Statement of responsibility

Sulaymon L. Eshkabilov

Instantiates

• Practical MATLAB modeling with Simulink : programming and simulating ordinary and partial differential equations

Publication

• Berkeley, CA, Apress L. P., 2020

Copyright

• ©2020

Note

• Description based upon electronic resource, viewed May 27, 2020
• Part III: Applications of Ordinary Differential Equations

Antecedent source

file reproduced from an electronic resource

Bibliography note

Contains bibliographical references and index

Carrier category

online resource

Carrier category code

• cr

Carrier MARC source

rdacarrier

Content category

text

Content type code

• txt

Content type MARC source

rdacontent

Contents

• Intro -- Table of Contents -- About the Author -- About the Technical Reviewer -- Acknowledgments -- Introduction -- Part I: Ordinary Differential Equations -- Chapter 1: Analytical Solutions for ODEs -- Classifying ODEs -- Example 1 -- Example 2 -- Example 3 -- Analytical Solutions of ODEs -- dsolve() -- Example 4 -- Example 5 -- Example 6 -- Example 7 -- Second-Order ODEs and a System of ODEs -- Example 8 -- Example 9 -- Example 10 -- Example 11 -- Example 12 -- Example 13 -- Laplace Transforms -- Example 14 -- laplace/ilaplace -- Example 15 -- Example 16 -- Example 17 -- Example 18
• Example 19 -- Example 20 -- Example 21 -- References -- Chapter 2: Numerical Methods for First-Order ODEs -- Euler Method -- Example 1 -- Improved Euler Method -- Backward Euler Method -- Example 2 -- Midpoint Rule Method -- Example 3 -- Ralston Method -- Runge-Kutta Method -- Example 4 -- Runge-Kutta-Gill Method -- Runge-Kutta-Fehlberg Method -- Adams-Bashforth Method -- Example 5 -- Milne Method -- Example 6 -- Taylor Series Method -- Example 7 -- Adams-Moulton Method -- Example 8 -- MATLAB's Built-in ODE Solvers -- Example 9 -- The OPTIONS, ODESET, and ODEPLOT Tools of Solvers -- Example 10
• Example 11 -- Simulink Modeling -- Example 12 -- SIMSET -- References -- Chapter 3: Numerical Methods for Second-Order ODEs -- Euler Method -- Example 1 -- Example 2 -- Example 3 -- Example 4 -- Example 5 -- Runge-Kutta Method -- Example 6 -- Example 7 -- Example 8 -- Example 9 -- Example 10 -- Adams-Moulton Method -- Example 11 -- Example 12 -- Simulink Modeling -- Example 13 -- Example 14 -- Example 15 -- Example 16 -- Nonzero Starting Initial Conditions -- Example 17 -- ODEx Solvers -- Example 18 -- Example 19 -- Example 20 -- Example 21 -- diff() -- Example 22 -- Chapter 4: Stiff ODEs
• Example 1 -- Example 2 -- Example 3 -- Example 4 -- Jacobian Matrix -- Example 5 -- Example 6 -- Chapter 5: Higher-Order and Coupled ODEs -- Fourth-Order ODE Problem -- Robertson Problem -- Akzo-Nobel Problem -- HIRES Problem -- Reference -- Chapter 6: Implicit ODEs -- Example 1 -- Example 2 -- Example 3 -- Example 4 -- Example 5 -- Example 6 -- References -- Chapter 7: Comparative Analysis of ODE Solution Methods -- Example 1 -- Drill Exercises -- Exercise 1 -- Exercise 2 -- Exercise 3 -- Exercise 4 -- Exercise 5 -- Exercise 6 -- Exercise 7 -- Exercise 8 -- Exercise 9 -- Exercise 10
• Exercise 11 -- Exercise 12 -- Exercise 13 -- Part II: Boundary Value Problems in Ordinary Differential Equations -- Chapter 8: Boundary Value Problems -- Dirichlet Boundary Condition Problem -- Example 1 -- Example 2 -- Robin Boundary Condition Problem -- Example 3 -- Sturm-Liouville Boundary Value Problem -- Example 4 -- Stiff Boundary Value Problem -- Example 5 -- References -- Drill Exercises -- Exercise 1 -- Exercise 2 -- Exercise 3 -- Exercise 4 -- Exercise 5 -- Exercise 6 -- Exercise 7 -- Exercise 8 -- Exercise 9 -- Exercise 10 -- Exercise 11 -- Exercise 12 -- Exercise 13

Control code

1151193376

Dimensions

unknown

Extent

1 online resource (xxii, 473 pages)

File format

one file format

Form of item

online

Isbn

9781484257999

Level of compression

unknown

Media category

computer

Media MARC source

rdamedia

Media type code

• c

Other control number

• 10.1007/978-1-4842-5
• 10.1007/978-1-4842-5799-9

Other physical details

charts

http://library.link/vocab/ext/overdrive/overdriveId

com.springer.onix.9781484257999

Quality assurance targets

unknown

Record ID

.b134648730

Reformatting quality

unknown

Specific material designation

remote

System control number

(OCoLC)1151193376