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Computational Science and Engineering I (Fall 2008) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
(50 Lectures Available)
S#
Lecture
Course
Institute
Instructor
Discipline
1
Course Introduction (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
2
Lecture 10: Finite Differences in Time (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
3
Lecture 11: Least Squares (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
4
Lecture 12: Graphs and Networks (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
5
Lecture 13: Kirchhoff's Current Law (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
6
Lecture 14: Exam Review (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
7
Lecture 15: Trusses and A^(T)CA (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
8
Lecture 16: Trusses (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
9
Lecture 17: Finite Elements in 1D (part 1) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
10
Lecture 18: Finite Elements in 1D (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
11
Lecture 19: Quadratic/Cubic Elements (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
12
Lecture 1: Four Special Matrices (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
13
Lecture 20: Element Matrices; 4th Order Bending Equations (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
14
Lecture 21: Boundary Conditions, Splines, Gradient, Divergence (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
15
Lecture 22: Gradient and Divergence (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
16
Lecture 23: Laplace's Equation (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
17
Lecture 24: Laplace's Equation (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
18
Lecture 25: Fast Poisson Solver (part 1) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
19
Lecture 26: Fast Poisson Solver (part 2); Finite Elements in 2D (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
20
Lecture 27: Finite Elements in 2D (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
21
Lecture 28: Fourier Series (part 1) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
22
Lecture 29: Fourier Series (part 2) (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
23
Lecture 2: Differential Eqns and Difference Eqns (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
24
Lecture 30: Discrete Fourier Series (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
25
Lecture 31: Fast Fourier Transform, Convolution (MIT)
Computational Science and Engineering I (Fall 2008) (MIT)
MIT
Prof. Gilbert Strang
Basic and Health Sciences
‹
1
2
›
Basic and Health Sciences
Biology
Chemistry
Mathematics
Physics
Medicine
Test Prep
Applied Sciences
Agricultural Science
Computer Science
Earth, Atmospheric, and Planetary Sciences
Energy
Engineering
Healthcare
Social Sciences
Business and Finance
Economics
English
History
Arts and Humanities
Law
Literature and Linguistics
Management
Marketing
Mass Communication
Philosophy
Physical Education
Political Science
Psychology
Sociology