연세대학교 학술정보원
Kakao
Facebook
Twitter
Google
Favorites
RSS
MySpace
-
Find
Find
Search
- 통합검색도서관 소장 인쇄자료와 구독 전자자료를 한번에 검색하여 유형별로 확인
- 소장자료도서관에 소장된 인쇄자료, 멀티미디어 검색
- 전자자료도서관에서 구독중인 데이터베이스, 전자저널, 전자책, 학술논문(article) 검색
Browse
데이터베이스, 전자저널, 전자책, 학위논문, 멀티미디어 등을 가나다순 또는 주제별로 이용
Search it, Browse it, and Find it!
-
Research
Research
연구지원
도서관에서는 연세 구성원의 효율적인 학습과 연구 활동을 지원하기 위해
다양한 학술정보교육, 리서치가이드, 논문 작성 지원 프로그램 등을 제공하고 있습니다.강의지원
수업계획서에 수록된 교재와 참고문헌 등의 학술정보를
쉽게 검색하고 편리하게 이용할 수 있습니다.Your Research Partner, Yonsei University Library !
-
Services
Service
신청/예약
도서관 서비스 신청 양식을 한 곳에!
이용안내
도서관을 어떻게 이용하는지 모르시나요?
하나부터 열까지! 도서관 이용 방법을 이곳에서 확인하세요.
About > Help에서 FAQ, 이메일 문의도 가능합니다.이용자별 서비스
나에게 도움되는 도서관 서비스를 알고 싶다면 이용자별 서비스를 확인해 보세요
-
Collections
Collections
도서관에서 구축하여 운영중인 다양한 온/오프라인
컬렉션을 확인해 보세요.-
연세 디지털 컬렉션
-
전시 코너별 컬렉션
-
동영상/기타 컬렉션
-
-
About
About
도서관 소개
연세대학교 도서관은 국내 대학도서관계에서 선도적인역할을 해 왔습니다.
이제는 세계를 향해 발돋움 하고 있는 도서관을 만나 보세요.
Help
도서관 이용안내로도 해결이 안 된 문제는?
FAQ, 이메일 문의를 통해 궁금증을 해결해 보세요.
Your Research Partner, Yonsei University Library !
-
My Library
My Library
서비스 신청 내역과 현황, 나의 개인 정보를 확인하세요.
-
자료 서비스 조회
-
기타 서비스 조회
-
My 정보 조회
-
상세정보
- 검색상세정보
A first course in computational physics
DeVries, Paul L.
- 책이미지
- 서평쓰기
- 서평쓰기
| 자료유형 | 단행본 |
|---|---|
| 서명/저자사항 | A first course in computational physics / Paul L. DeVries. |
| 개인저자 | DeVries, Paul L., 1948- |
| 발행사항 | New York : Wiley, c1994. |
| 형태사항 | xii, 424 p. : ill. ; 26 cm. + 1 computer disk (3 1/2 in.). |
| ISBN | 0471548693 |
| 일반주기 |
System requirements for computer disk: IBM-compatible PC; DOS; Microsoft FORTRAN compiler; hard disk drive.
|
| 서지주기 | Includes bibliographical references and index. |
| 일반주제명 | Physics -- Data processing Mathematical physics FORTRAN (Computer program language) |
| 언어 | 영어 |
전자자료
소장정보
목차
목차 일부
[영문] CONTENTS
Chapter 1: Introduction = 1
FORTRAN ―the Computer Language of Science = 2
Getting Started = 3
Running the Program = 5
A Numerical Example = 8
Code Fragments = 11
A Brief Guide to G...
Chapter 1: Introduction = 1
FORTRAN ―the Computer Language of Science = 2
Getting Started = 3
Running the Program = 5
A Numerical Example = 8
Code Fragments = 11
A Brief Guide to G...
목차 전체
[영문] CONTENTS
Chapter 1: Introduction = 1
FORTRAN ―the Computer Language of Science = 2
Getting Started = 3
Running the Program = 5
A Numerical Example = 8
Code Fragments = 11
A Brief Guide to Good Programming = 13
Debugging and Testing = 19
A Cautionary Note = 20
Elementary Computer Graphics = 21
And in Living Color! = 26
Classic Curves = 27
Monster Curves = 29
The Mandelbrot Set = 33
References = 39
Chapter 2: Functions and Roots = 41
Finding the Roots of a Function = 41
Mr. Taylor's Series = 51
The Newton-Raphson Method = 54
Fools Rush In... = 58
Rates of Convergence = 60
Exhaustive Searching = 66
Look, Ma, No Derivatives! = 67
Accelerating the Rate of Convergence = 71
A Little Quantum Mechanics Problem = 74
Computing Strategy = 79
References = 85
Chapter 3: Interpolation and Approximation = 86
Lagrange Interpolation = 86
The Airy Pattern = 89
Hermite Interpolation = 93
Cubic Splines = 95
Tridiagonal Linear Systems = 99
Cubic Spline Interpolation = 103
Approximation of Derivatives = 108
Richardson Extrapolation = 113
Curve Fitting by Least Squares = 117
Gaussian Elimination = 119
General Least Squares Fitting = 131
Least Squares and Orthogonal Polynomials = 134
Nonlinear Least Squares = 138
References = 148
Chapter 4: Numerical Integration = 149
Anaxagoras of Clazomenae = 149
Primitive Integration Formulas = 150
Composite Formulas = 152
Errors... and Corrections = 153
Romberg Integration = 155
Diffraction at a Knife's Edge = 157
A Change of Variables = 157
The "Simple" Pendulum = 160
Improper Integrals = 164
The Mathematical Magic of Gauss = 169
Orthogonal Polynomials = 171
Gaussian Integration = 173
Composite Rules = 180
Gauss-Laguerre Quadrature = 180
Multidimensional Numerical Integration = 183
Other Integration Domains = 186
A Little Physics Problem = 188
More on Orthogonal Polynomials = 189
Monte Carlo Integration = 191
Monte Carlo Simulations = 200
References = 206
Chapter 5: Ordinary Differential Equations = 207
Euler Methods = 208
Constants of the Motion = 212
Runge-Kutta Methods = 215
Adaptive Step Sizes = 218
Runge-Kutta-Fehlberg = 219
Second Order Differential Equations = 226
The Van der Pol Oscillator = 230
Phase Space = 231
The Finite Amplitude Pendulum = 233
The Animated Pendulum = 234
Another Little Quantum Mechanics Problem = 236
Several Dependent Variables = 241
Shoot the Moon = 242
Finite Differences = 245
SOR = 250
Discretisation Error = 250
A Vibrating String = 254
Eigenvalues via Finite Differences = 257
The Power Method = 260
Eigenvectors = 262
Finite Elements = 265
An Eigenvalue Problem = 271
References = 278
Chapter 6: Fourier Analysis = 280
The Fourier Series = 280
The Fourier Transform = 284
Properties of the Fourier Transform = 286
Convolution and Correlation = 294
Ranging = 304
The Discrete Fourier Transform = 309
The Fast Fourier Transform = 312
Life in the Fast Lane = 316
Spectrum Analysis = 319
The Duffing Oscillator = 324
Computerized Tomography = 325
References = 338
Chapter 7: Partial Differential Equations = 340
Classes of Partial Differential Equations = 340
The Vibrating String... Again! = 342
Finite Difference Equations = 344
The Steady-State Heat Equation = 354
Isotherms = 358
Irregular Physical Boundaries = 359
Neumann Boundary Conditions = 361
A Magnetic Problem = 364
Boundary Conditions = 366
The Finite Difference Equations = 367
Another Comment on Strategy = 370
Are We There Yet? = 374
Spectral Methods = 374
The Pseudo-Spectral Method = 377
A Sample Problem = 385
The Potential Step = 388
The Well = 391
The Barrier = 394
And There's More... = 394
References = 394
Appendix A: Software Installation = 396
Installing the Software = 396
The FL Command = 398
AUTOEXEC.BAT = 400
README.DOC = 401
Appendix B: Using FCCP.lib = 402
Library User's Guide = 403
Appendix C: Library Internals = 407
Library Technical Reference = 407
Index = 421
Chapter 1: Introduction = 1
FORTRAN ―the Computer Language of Science = 2
Getting Started = 3
Running the Program = 5
A Numerical Example = 8
Code Fragments = 11
A Brief Guide to Good Programming = 13
Debugging and Testing = 19
A Cautionary Note = 20
Elementary Computer Graphics = 21
And in Living Color! = 26
Classic Curves = 27
Monster Curves = 29
The Mandelbrot Set = 33
References = 39
Chapter 2: Functions and Roots = 41
Finding the Roots of a Function = 41
Mr. Taylor's Series = 51
The Newton-Raphson Method = 54
Fools Rush In... = 58
Rates of Convergence = 60
Exhaustive Searching = 66
Look, Ma, No Derivatives! = 67
Accelerating the Rate of Convergence = 71
A Little Quantum Mechanics Problem = 74
Computing Strategy = 79
References = 85
Chapter 3: Interpolation and Approximation = 86
Lagrange Interpolation = 86
The Airy Pattern = 89
Hermite Interpolation = 93
Cubic Splines = 95
Tridiagonal Linear Systems = 99
Cubic Spline Interpolation = 103
Approximation of Derivatives = 108
Richardson Extrapolation = 113
Curve Fitting by Least Squares = 117
Gaussian Elimination = 119
General Least Squares Fitting = 131
Least Squares and Orthogonal Polynomials = 134
Nonlinear Least Squares = 138
References = 148
Chapter 4: Numerical Integration = 149
Anaxagoras of Clazomenae = 149
Primitive Integration Formulas = 150
Composite Formulas = 152
Errors... and Corrections = 153
Romberg Integration = 155
Diffraction at a Knife's Edge = 157
A Change of Variables = 157
The "Simple" Pendulum = 160
Improper Integrals = 164
The Mathematical Magic of Gauss = 169
Orthogonal Polynomials = 171
Gaussian Integration = 173
Composite Rules = 180
Gauss-Laguerre Quadrature = 180
Multidimensional Numerical Integration = 183
Other Integration Domains = 186
A Little Physics Problem = 188
More on Orthogonal Polynomials = 189
Monte Carlo Integration = 191
Monte Carlo Simulations = 200
References = 206
Chapter 5: Ordinary Differential Equations = 207
Euler Methods = 208
Constants of the Motion = 212
Runge-Kutta Methods = 215
Adaptive Step Sizes = 218
Runge-Kutta-Fehlberg = 219
Second Order Differential Equations = 226
The Van der Pol Oscillator = 230
Phase Space = 231
The Finite Amplitude Pendulum = 233
The Animated Pendulum = 234
Another Little Quantum Mechanics Problem = 236
Several Dependent Variables = 241
Shoot the Moon = 242
Finite Differences = 245
SOR = 250
Discretisation Error = 250
A Vibrating String = 254
Eigenvalues via Finite Differences = 257
The Power Method = 260
Eigenvectors = 262
Finite Elements = 265
An Eigenvalue Problem = 271
References = 278
Chapter 6: Fourier Analysis = 280
The Fourier Series = 280
The Fourier Transform = 284
Properties of the Fourier Transform = 286
Convolution and Correlation = 294
Ranging = 304
The Discrete Fourier Transform = 309
The Fast Fourier Transform = 312
Life in the Fast Lane = 316
Spectrum Analysis = 319
The Duffing Oscillator = 324
Computerized Tomography = 325
References = 338
Chapter 7: Partial Differential Equations = 340
Classes of Partial Differential Equations = 340
The Vibrating String... Again! = 342
Finite Difference Equations = 344
The Steady-State Heat Equation = 354
Isotherms = 358
Irregular Physical Boundaries = 359
Neumann Boundary Conditions = 361
A Magnetic Problem = 364
Boundary Conditions = 366
The Finite Difference Equations = 367
Another Comment on Strategy = 370
Are We There Yet? = 374
Spectral Methods = 374
The Pseudo-Spectral Method = 377
A Sample Problem = 385
The Potential Step = 388
The Well = 391
The Barrier = 394
And There's More... = 394
References = 394
Appendix A: Software Installation = 396
Installing the Software = 396
The FL Command = 398
AUTOEXEC.BAT = 400
README.DOC = 401
Appendix B: Using FCCP.lib = 402
Library User's Guide = 403
Appendix C: Library Internals = 407
Library Technical Reference = 407
Index = 421
청구기호 Browsing
이 분야 인기자료
-
- (EXCEL, SPSS, R로 배우는) 통계학 입문
- 강상욱
- 자유아카데미, 2022
-
- Fluid mechanics for chemical e...
- De Nevers, Noel
- McGraw-Hill Education, 2021
-
- (EXCEL, SPSS, R로 배우는) 통계학 입문
- 강상욱
- 자유아카데미, 2014
-
- (Plopper) 세포생물학
- Plopper, George
- 범문에듀케이션, 2017
-
- Transport phenomena
- Bird, R. Byron (Robert Byron)
- J. Wiley, 2007
태그가 저장되었습니다. 
태그저장 중 오류가 발생하였습니다. 재시도 하십시오. 
서평 (0 건)
*주제와 무관한 내용의 서평은 삭제될 수 있습니다.
서평추가