Mechanical Vibration Course (الاهتزازات الميكانيكية)

A complete Mechanical Vibration Course & Examples for Engineers and Engineering Students

Ratings 4.79 / 5.00
Mechanical Vibration Course (الاهتزازات الميكانيكية)

What You Will Learn!

  • Introduction to mechanical vibration
  • Deep understanding of mechanical vibration
  • Ability to derive the equation of motion of different vibratory systems
  • How to reduce the amplitude of vibration
  • Ability to design vibration absorber or shock absorber for machines and structures to avoid resonance
  • Solve mechanical vibration examples
  • Modeling different vibratory systems

Description

Mechanical Vibration is one of the most important sciences for engineers. The purpose of this course is to enhance the student’s understanding of the physics and mathematics of vibration systems. Shed the light on the application of vibration theory in geophysics. Understand the physical basis of the vibration measuring instruments. Understand the basis for the decay and amplification of the propagating vibratory motion.

The student will gain the general basic knowledge of mechanical vibrations and will be able to use this knowledge in his use of the application of geophysical methods or in seismology to relate observations to the fundamentals of the physics of mechanical vibrations.

       In the First section the learner will be familiar with:

  • Basic concepts of mechanical vibrations

  • Types of mechanical vibration

  • Modelling of the mechanical system

  • Calculating the equivalent stiffness and mass of the systems

  • Deriving the equations of motions

  • Determining the natural frequency of the vibrating systems

  • Solving a lot of examples of free undamped vibration (Linear, Rotational, and Torsional motions)


    In the second section the learner will be familiar with:

  • Basic concepts of dampers

  • Over-damped vibration

  • Critical-damped vibration

  • under-damped vibration


    In third and later sections the learner will be familiar with:

  • Forced Vibration due to Rotating unbalance

  • Forced Vibration due to base excitation

  • Systems with Two or More Degrees of Freedom

Who Should Attend!

  • Engineers
  • Technicians
  • Engineering students
  • Business Managers

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Tags

  • Mechanical Engineering

Subscribers

1115

Lectures

83

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