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Numerical Methods for Engineers 7th Edition

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Numerical Methods for Engineers 7th Edition

Raymond P. Canale, Steven C. Chapra

ISBN: 9780073397924

5.0 dari 5 penilaian

Metode Numerik

Matriks

Pencarian Akar

Optimisasi

Persamaan Aljabar Linear

Eliminasi Gauss

Regresi Kuadrat Terkecil

Aturan Trapesium

Aturan Simpson

Masalah Nilai Awal

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Daftar Isi

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Munson, Young and Okiishi's Fundamentals of Fluid Mechanics 8th Edition

Textbook Solution

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Rangkuman Statika

4.1

Astronotes

Bank Soal SIMAK UI

Bank Soal

Bank Soal: Kalkulus 2

Bank Soal

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Numerical Methods for Engineers 7th Edition

Raymond P. Canale, Steven C. Chapra

ISBN: 9780073397924

Chapter 1 - Mathematical Modelling and Engineering Problem Solving

Chapter 2 - Programming and Software

Chapter 3 - Approximations and Round-Off Errors

Chapter 4 - Truncation Errors and the Taylor Series

Chapter 5 - Bracketing Methods

Chapter 6 - Open Methods

Chapter 7 - Roots of Polynomials

Chapter 8 - Case Studies Roots of Equations

Chapter 9 - Gauss Elimination

Chapter 10 - LU Decomposition and Matrix Inversion

Chapter 11 - Special Matrices and Gauss-Seidel

Chapter 12 - Case Studies Linear Algebraic Equations

Chapter 13 - One-Dimensional Unconstrained Optimization

Chapter 14 - Multidimensional Unconstrained Optimization

Chapter 15 - Constrained Optimization

Chapter 16 - Case Studies Optimization

Chapter 17 - Least-Squares Regression

Chapter 18 - Interpolation

Chapter 19 - Fourier Approximation

Chapter 20 - Case Studies Curve Fitting

Chapter 21 - Newton-Cotes Integration Formulas

Chapter 22 - Integration of Equations

Chapter 23 - Numerical Differentiation

Chapter 24 - Case Studies Numerical Integration and Differentiation

Chapter 25 - Runge-Kutta Methods

Chapter 26 - Stiffness and Multistep Methods

Chapter 27 - Boundary-Value and Eigenvalue Problems

Chapter 28 - Case Studies Ordinary Differential Equations

Chapter 30 - Finite Difference Parabolic Equations

Chapter 29 - Finite Difference Elliptic Equations

Chapter 31 - Finite-Element Method

Chapter 32 - Case Studies Partial Differential Equations

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