×
Create CV Books Summaries Online Courses Blog Communities

Login

Sign up
MindLuster Logo
Categories
Recent

Vibration of Continuous Systems

Track :

Engineering

Lessons no : 39

For Free Certificate After Complete The Course

To Register in Course you have to watch at least 30 Second of any lesson

Join The Course Go To Community Download Course Content

What will you learn in this course?
  • Analyze the vibrational behavior of continuous systems using differential equations and boundary conditions
  • Apply mathematical methods to model and solve vibration problems in beams, plates, and shells
  • Identify natural frequencies and mode shapes of continuous structures for engineering applications
  • Evaluate the effects of material properties and boundary conditions on the vibrational response of structures
  • Utilize computational tools to simulate and analyze vibrations in continuous systems
  • Design and optimize structures to minimize vibrations and enhance stability in real-world scenarios
  • Interpret experimental data to validate theoretical models of continuous system vibrations
  • Develop solutions for damping and vibration control in large-scale engineering structures
  • Understand the impact of external forces and dynamic loading on continuous systems’ vibrational behavior
  • Implement practical techniques for measuring and analyzing vibrations in continuous structures
  • Apply principles of vibration analysis to improve the safety and performance of mechanical and civil engineering systems
  • Communicate complex concepts of continuous system vibrations effectively in technical and professional contexts

How to Get The Certificate

  • You must have an account Register
  • Watch All Lessons
  • Watch at least 50% of Lesson Duration
  • you can follow your course progress From Your Profile
  • You can Register With Any Course For Free
  • The Certificate is free !
Lessons | 39
Vibration of Continuous Systems Intro Video
00:08:26

Vibration of Continuous Systems Intro Video
Lec 2 Time Domain Analysis of Linear System Harmonic input
00:58:37

Lec 2 Time Domain Analysis of Linear System Harmonic input
Lec 3 Time Domain Analysis of Linear System – Arbitrary Input
01:01:47

Lec 3 Time Domain Analysis of Linear System – Arbitrary Input
Lec 4 Transformed technique in vibration of linear system
01:05:26

Lec 4 Transformed technique in vibration of linear system
Lec 5 Formulation of problem Equilibrium Approach
00:52:51

Lec 5 Formulation of problem Equilibrium Approach
Lec 6 Formulation of problem by Energy Principle
01:02:37

Lec 6 Formulation of problem by Energy Principle
Lec 7 Hamilton s principles for formulating vibration problems
00:59:26

Lec 7 Hamilton s principles for formulating vibration problems
Lec 8 Lagrange s equation for formulating vibration problems
00:55:32

Lec 8 Lagrange s equation for formulating vibration problems
Lec 9 One Dimensional Wave Equation
00:49:57

Lec 9 One Dimensional Wave Equation
Lec 10 D Alembert s Solution of the Wave Equation
00:59:12

Lec 10 D Alembert s Solution of the Wave Equation
Lec 11 Transverse Vibration of String
00:53:02

Lec 11 Transverse Vibration of String
Lec 12 Forced Transverse Vibration of String
01:01:24

Lec 12 Forced Transverse Vibration of String
Lec 13 Axial Vibration of Bar
00:52:49

Lec 13 Axial Vibration of Bar
Lec 14 Torsional Vibration of Bar
00:56:30

Lec 14 Torsional Vibration of Bar
Lec 15 Some typical problems in axial and torsional vibrations
01:04:15

Lec 15 Some typical problems in axial and torsional vibrations
Lec 1 General Introduction and Modelling of Dynamic Systems
00:56:33

Lec 1 General Introduction and Modelling of Dynamic Systems
Lec 16 Transverse vibration of beams
01:01:26

Lec 16 Transverse vibration of beams
Lec 17 Natural frequencies and mode shapes of beams with various end conditions
01:16:46

Lec 17 Natural frequencies and mode shapes of beams with various end conditions
Lec 18 Free damped transverse vibration analysis of beam
00:59:52

Lec 18 Free damped transverse vibration analysis of beam
Lec 19 Forced damped vibration analysis of Euler Bernoulli beam
01:12:33

Lec 19 Forced damped vibration analysis of Euler Bernoulli beam
Lec 20 Vibration of beams subjected to moving load
01:07:17

Lec 20 Vibration of beams subjected to moving load
Lec 21 Some special topics on the transverse vibration of beam
01:14:41

Lec 21 Some special topics on the transverse vibration of beam
Lec 22 Combination of continuous and lumped parameter system
01:09:51

Lec 22 Combination of continuous and lumped parameter system
Lec 23 State space solutions in vibration problems
01:05:15

Lec 23 State space solutions in vibration problems
Lec 24 Beam with moving oscillator pulstating force and rolling mass
01:09:50

Lec 24 Beam with moving oscillator pulstating force and rolling mass
Lec 25 Vibration of membrane
01:01:52

Lec 25 Vibration of membrane
Lec 26 Vibration of Circular membrane
00:52:26

Lec 26 Vibration of Circular membrane
Lec 27 Vibration of Rectangular plate
01:13:10

Lec 27 Vibration of Rectangular plate
Lec 28 Free vibration of rectangular plates
01:00:10

Lec 28 Free vibration of rectangular plates
Lec 29 Forced vibration of rectangular plates
01:10:54

Lec 29 Forced vibration of rectangular plates
Lec 30 Approximate method for vibration analysis
01:02:27

Lec 30 Approximate method for vibration analysis
Lec 31 Rayleigh Ritz method for vibration analysis
01:09:38

Lec 31 Rayleigh Ritz method for vibration analysis
Lec 32 Gallerkin s method and Finite difference method
00:51:23

Lec 32 Gallerkin s method and Finite difference method
Lec 33 System subjected to support excitation
00:45:56

Lec 33 System subjected to support excitation
Lec 34 Response of continuous systems to transient excitations
01:11:10

Lec 34 Response of continuous systems to transient excitations
Lec 35 Shock spectrum due to half sine pulse
00:56:16

Lec 35 Shock spectrum due to half sine pulse
Lec 36 Numerical Evaluation of Duhamel Integral
01:12:31

Lec 36 Numerical Evaluation of Duhamel Integral
Lec 37 Direct Integration Methods
01:09:07

Lec 37 Direct Integration Methods
Lec 38 Spectral Analysis of structures for earthquake excitation
01:08:08

Lec 38 Spectral Analysis of structures for earthquake excitation


We Appreciate Your Feedback

Be the First One Review This Course

Excellent
0 Reviews
Good
0 Reviews
medium
0 Reviews
Acceptable
0 Reviews
Not Good
0 Reviews
0
0 Reviews
AMAL MURALI 

GOOD
2025-08-29

Sakshi Ashok Kadam 

nice
2024-11-30

Nikhil Akm 

GOOD
2024-11-26

Makhija Kirtan Dilip 

gained very much informative things
2024-11-24

Patil Jayesh Dipak 

Good
2024-11-21

Sagar Chandarsing Pawara 

Nice
2024-11-21

Surajsinh Kishorsinh Pawar 

Good Session
2024-11-20

Nikitesh Dharmendra Mahajan 

nice
2024-11-20

Siddhesh Vijay Chaudhari 

YES IT WAS GOOD
2024-11-20

Durgesh Mahendra Patil 

good
2024-11-19

Pranav Tatar 

It was a nice session
2024-11-19

Hitesh vishwas Suryawanshi 

Exellent
2024-11-19

Our New Certified Courses Will Reach You in Our Telegram Channel
Join Our Telegram Channels to Get Best Free Courses

Join Now

Related Courses

Cabinetry Basics
5 Lessons

Cabinetry Basics

MFT and MFT related accessories
19 Lessons

MFT and MFT related accessories

hinges workshops
4 Lessons

hinges workshops

CNC Computer numerical control
11 Lessons

CNC Computer numerical control

Jointing Systems
9 Lessons

Jointing Systems

Cabinet tips
9 Lessons

Cabinet tips

Festool Domino
7 Lessons

Festool Domino

Bandsaws
9 Lessons

Bandsaws

doors building
6 Lessons

doors building

Communication Circuits Experiments
1 Lessons

Communication Circuits Experiments

Experiments with PlutoSDR
2 Lessons

Experiments with PlutoSDR

Electric Motors
6 Lessons

Electric Motors

Energy Engineering
7 Lessons

Energy Engineering

Digital Electronics
52 Lessons

Digital Electronics

Engineering Hydrology
74 Lessons

Engineering Hydrology

Engineering Mechanics
73 Lessons

Engineering Mechanics

Vibration of Continuous course in hindi, In this course we explore the dynamics of continuous structures and study their vibrational behavior and applications.