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Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System)
Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System)

Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System)

MOQ : 1 Unit

Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System) Specification

  • Type
  • Assortment Set
  • Equipment Materials
  • SS
  • Color
  • Blue and Red
  • Voltage
  • 220 Volt (v)
  • Material
  • Iron
  • Warranty
  • 1 Year
 

Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System) Trade Information

  • Minimum Order Quantity
  • 1 Unit
  • Payment Terms
  • Cheque, Cash Advance (CA), Telegraphic Transfer (T/T), Cash in Advance (CID)
  • Supply Ability
  • 1 Unit Per Day
  • Delivery Time
  • 2-4 Week
  • Main Export Market(s)
  • Australia, North America, Eastern Europe, Africa, Middle East, South America, Western Europe, Asia, Central America
  • Main Domestic Market
  • All India
 

About Universal Vibration Apparatus (Free, Forced, Torsional & Longitudinal System)

DESCRIPTION :

The apparatus provided comprehensive unit to perform the vibration experiments. A universal frame is provided upon which quick and easy assembly of various experiments can be done. The unit is self-contained to safely store spares. The students can easily assemble the experiments and study the theory of vibrations practically.

EXPERIMENTATION :

Following experiments can be performed with this unit: 

  • To verify the relation simple pendulum. 
  • To verify the relation of compound pendulum & to determine the radius of gyration. 
  • To study radius of gyration of bi-filar suspension. 
  • To study the undamped free vibration of spring mass system. 
  • To study the longitudinal vibration of helical coiled spring. 
  • To study the forced vibration of simply supported beam for different damping.
  • Undamped torsional vibrations of single rotor system. 
  • Undamped torsional vibrations of double rotor system. 
  • To study the damped torsional vibration of single rotor system and to determine the damping co-efficient. 
  • Verification of Dunker ley's Rule. 
  • To study the forced damped vibration of spring mass system.

 

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