Login
Login

Displacement in SHM

πŸ“Š intermediate
$$x = A \cos(\omega t + \phi)$$
Position of an oscillating mass at any time $t$.
Variables & Units
$\omega$
Angular frequency
Unit: rad/s
$A$
Amplitude
Unit: Meter ($m$)
$\phi$
Phase constant
Unit: Radians
Key Information
πŸ“ Derived From
Solving the differential equation $d^2x/dt^2 = -\omega^2 x$.
πŸ’‘ Example
Position of a spring-mass system after $2$ seconds.
πŸ”§ Applications
Vibration analysis and music theory.
⚠️ Constraints
No damping.

Ready to start your journey?

Talk to an expert counsellor – absolutely free. We'll help you choose the right program.

Contact Us
Get In Touch

We're Here to Help You

Have questions about programs? Need guidance on which course fits you? Our team responds fast.

Talk to an Expert

Our counsellors help you pick the right program for your exam goal and timeline β€” completely free of charge.

Our Office

GRAWIO BANJARI INDUSTRIES PRIVATE LIMITED HD 463 WEWORK DLF FORUM, CYBERCITY PHASE III, DLF QE, Dlf Qe

Call / WhatsApp

+917011494251
πŸ• Office Hours
Monday – Saturday 10 AM – 6 PM Open
Sunday Closed
πŸ“ Walk in for free counselling β€” no appointment needed

Send a Message