Register Now

By registering, you agree to the Terms of Service and Privacy Policy.

Login

Forget

Lost Password

Lost your password? Please enter your email address. You will receive a link and will create a new password via email.

x

Login

Forget

Register Now

Create an account
x
You can use WP menu builder to build menus
Ask a Question
  • Home
  • Text Book Solution
  • Activity log
  • Messages
  • Contact Us
  • FAQs
You can use WP menu builder to build menus
  • Home
  • Text Book Solution
  • Activity log
  • Messages
  • Contact Us
  • FAQs

User Questions

Home/ User Questions

About fathanizm Beginner

fathanizm
  • Registered: December 9, 2024
  • Gender: Male


Follow Me

User Stats

  • Questions ( 4 )
  • Polls ( 0 )
  • Answers ( 0 )
  • Best Answers ( 0 )
  • Asked Questions ( 0 )
  • Posts ( 0 )
  • Comments ( 0 )

The base of a damped spring-mass system, with m = 25 kg and k = 2500 N/m is subjected to a harmonic excitation y(t) = Yo cos wt The amplitude of the mass is found to be 0.05 m when the base is excited at the natural frequency of the system with Yo = 0.01 m Determine the damping constant of the system.

Question
in progress 0 Engineering 9 months 1 Answer Reply 9 views

Consider a spring-mass-damper system with k = 4000 N/m, m = 10 kg, and c = 40 N.s/ m. Find the steady-state and total responses of the system under the harmonic force F(t) = 200 cos 10t and the initial conditions xp = 0.1 and x = 0.

Question
in progress 0 Engineering 9 months 1 Answer Reply 11 views

1. The suspension system of a car traveling on a bumpy road has a stiffness of k = 5 x 10 N/m and the effective mass of the car on the suspension is m = 750 kg. The road bumps can be considered to be periodic half-sine waves as indicated in figure below. Determine the displacement response of the car. Assume the damping of the system to be negligible.

Question
solved 0 Engineering 9 months 2 Answers Reply 12 views

1. The suspension system of a car traveling on a bumpy road has a stiffness of k = 5 x 10 N/m and the effective mass of the car on the suspension is m = 750 kg. The road bumps can be considered to be periodic half-sine waves as indicated in figure below. Determine the displacement response of the car. Assume the damping of the system to be negligible.

Question
0 Engineering 9 months 0 Answers Reply 1 views

Stats

  • Questions ( 736 )
  • Answers ( 652 )
  • Best Answers ( 62 )
  • Users ( 1335 )

Login

Forget

Highest points

  • Mechanical Engineering Expert
    Mechanical Engineering Expert
    Enlightened 1354 Points
  • Admin
    Admin
    Beginner 94 Points
  • Chemical Process and Principles
    Chemical Process and Principles
    Beginner 93 Points

Tags

Analytics Business Communication Company Engineering Expert Q&A Humanities Language Management Mathematics Programmers Programs Science Textbook Solutions University

Recent Questions

  • Use the step - by - step method to find

    Use the step-by-step method to find the value of the ...

  • Consider the circuit o f right. Please derive expressions for

    Consider the circuit of right. Please derive expressions for the voltage ...

  • How would you find the displacement of the node with

    As mentioned above, how would use a global stiffness matrix from element ...