Menu
|
111-222-292 (Ext: 245)
Home
|
About US
|
Creditors
|
Mentorship
|
Faq
Home
About US
Creditors
Mentorship
Faq
Lecture
SEARCH COURSES / LECTURES
Search Lectures
Search Courses
All Disciplines
Basic and Health Sciences
Applied Sciences
Social Sciences
All Levels
Undergraduate
School
College
Graduate
All Institutes
am
Khan Academy Urdu
Virtual Education Project Pakistan (VEPP)
Harvard
UCI Open
MIT
Oxford
Yale University
Khan Academy
Udacity
Stanford
Virtual University
Home
>>
Basic and Health Sciences
>>
Physics
>>
Vibrations and Waves
Vibrations and Waves
(193 Lectures Available)
S#
Lecture
Course
Institute
Instructor
Discipline
1
L10v1: Overview of Symmetry Matrix
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
2
L10v2: Symmetry Matrix and the K Matrix Commute
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
3
L10v3: Use Symmetry Eigenvectors to Solve for Oscillation Eigenfrequency
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
4
L11v1: Equations of Motion for an Infinite System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
5
L11v2: Symmetry Matrix for Translation
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
6
L11v3: Oscillation Frequency Solution
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
7
L11v4: Value of beta
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
8
L11v5: Infinite System with Space-Translation Symmetry Solution
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
9
L12v1: Review of Symmetry Matrices and Normal Mode Eigenvector Problems
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
10
L12v2: Equation of Motion for the Infinite Mass and String System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
11
L12v3: Solve the Matrix for the Infinite Mass and String System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
12
L12v4: Dispersion Relationship
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
13
L12v5: What is the Wavenumber?
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
14
L13v1: Finite System with Space-Translation Symmetry: Boundary Conditions
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
15
L13v2: Continuous Massive String System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
16
L13v3: Wave Equation in the Continuous Massive String System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
17
L14v1: Review of the Wave Equation
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
18
L14v2: Separation of Variables
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
19
L14v3: Discussing Wave Solution
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
20
L14v4: Rejke Tube
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
21
L14v5: Initial and Boundary Conditions
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
22
L14v6: Normal Modes
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
23
L15v1: General Solution to Wave Equation and Fourier decomposition
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
24
L15v2: Fourier Solution for Arbitrary Shape
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
25
L16v1: Review of Normal Modes in a Continuous Bound System
Vibrations and Waves
MIT
Yen-Jie Lee, Alex Shvonski, Michelle Tomasik
Basic and Health Sciences
‹
1
2
3
4
5
6
7
8
›
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