Modal Equations and Stability of the Time-Exact Single Degree of Freedom Systems — Lesson 9 — Part 1

preview_player
Показать описание
The single degree of freedom equation for time-exact and time-discrete problems is analyzed here. The equations are written with the initial conditions. Also, by using the time-exact equation, the time- discrete equation can be derived. This is possible because the process of time discretization and modal decomposition are linear ones. This course was developed by University of Michigan professors Krishna Garikipati and Dr. Gregory Teichert, in partnership with Ansys.

// INTERESTED IN MORE?
Visit Ansys Innovation Courses for free courses that include videos, handouts, simulation examples with starting files, homework problems and quizzes.

// DOWNLOAD FREE ANSYS SOFTWARE
Ansys offers free student product downloads for homework, capstone projects, student competitions, online learning and more!

// QUESTIONS ABOUT THIS VIDEO OR USING ANSYS?
Get help from Ansys experts and peers through the Ansys Learning Forum. Search for answers to common questions, browse discussion categories or ask your own question.

// STAY IN THE LOOP
Follow our Ansys Academic LinkedIn showcase page for updates on learning resources, events, job opportunities, cutting-edge simulation content and more!

  1. Ansys Learning
Рекомендации по теме
Modal Equations and 0:10:50

Modal Equations and Stability of the Time-Exact Single Degree of Freedom Systems — Lesson 9 — Part 1...

11.14. Modal Equations 0:10:50

11.14. Modal Equations and Stability of the Time Exact Single Degree of Freedom Systems (Part 1)

Modal Equations and 0:17:39

Modal Equations and Stability of the Time-Exact Single Degree of Freedom Systems — Lesson 9 — Part 2...

Stability and Eigenvalues: 0:14:53

Stability and Eigenvalues: What does it mean to be a 'stable' eigenvalue?

11.15. Modal Equations 0:17:39

11.15. Modal Equations and Stability of the Time-Exact Single Degree of Freedom Systems (Part 2)

Modal Decomposition and 0:16:01

Modal Decomposition and Modal Equations — Lesson 8 — Part 1

Simo A. Neild 0:36:29

Simo A. Neild - 'The nonlinear dynamics and modal stability of cables' (27/05/2015)

Intro to Modal 0:03:45

Intro to Modal Analysis — Lesson 1

Understanding Vibration and 0:19:42

Understanding Vibration and Resonance

Stability Analysis 0:14:32

Stability Analysis

Modal analysis | 0:03:49

Modal analysis | Paul Fisette | UCLouvain

Modal Solutions. Lecture 0:37:15

Modal Solutions. Lecture 11, Part A.

Damped Modal Analysis 0:22:44

Damped Modal Analysis

So What Is 0:19:52

So What Is A Mode Shape Anyway? - The Eigenvalue Problem

Modal Solutions. Lecture 0:15:33

Modal Solutions. Lecture 11, Part B.

Computing the Matrix 0:13:43

Computing the Matrix Exponential Using the Modal Method

The MATH of 0:12:21

The MATH of Epidemics | Variants of the SIR Model

Derivation of Modal 0:20:45

Derivation of Modal Canonical Form

Introduction to State-Space 0:14:12

Introduction to State-Space Equations | State Space, Part 1

Modal Estimation Techniques 0:10:44

Modal Estimation Techniques for Stability Analysis of Electromechanical Modes in Power Systems

Dynamics, Noise & 0:27:40

Dynamics, Noise & Vibration - Damped Modal Analysis Example

11.10. Integration Algorithms 0:17:25

11.10. Integration Algorithms for First-Order, Parabolic, Equations-Modal Decomposition (Part 1)

Integration Algorithms for 0:17:25

Integration Algorithms for First-Order, Parabolic, Equations-Modal Decomposition — Lesson 7 — Part 1...

Eigenvectors and eigenvalues 0:17:16

Eigenvectors and eigenvalues | Chapter 14, Essence of linear algebra