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Universal Vibration Apparatus Manufacturer,Supplier and Exporter in India

Universal Vibration Apparatus

Product Code : EL-FMAHLE-7331
Jlab Export is a leading Universal Vibration Apparatus Manufacturer,and suppliers in India

Universal Vibration Apparatus (code EL-FMAHLE-7331) is a single teaching unit for the theory of vibrations, built around a universal frame on which pendulum, spring-mass, beam and torsional rotor experiments are quickly assembled one after another. The spares for every set-up are stored within the self-contained unit. JLab makes this universal vibration frame and its attachments in Ambala, India.

Specifications

ParameterDetail
FrameUniversal frame on which each experiment is assembled
StorageSelf-contained unit that stores the spares
Pendulum set-upsSimple pendulum, compound pendulum, bifilar suspension
Spring set-upsSpring-mass system; helical coiled spring for longitudinal vibration
Torsional set-upsSingle rotor and double rotor systems
Beam set-upSimply supported beam for forced vibration with different damping
Quality checkEach vibration apparatus is visually inspected before dispatch
Pack quantityEach (sold individually)
Minimum order quantity1 unit
Dispatch timeUsually 14–18 working days
Product codeEL-FMAHLE-7331
ManufacturerJain Laboratory Instruments Pvt Ltd (JLab) — OEM
Country of originIndia (made in Ambala, Haryana)

Experiments on One Frame

  • Free vibration: undamped spring-mass system, longitudinal vibration of a helical coiled spring, and undamped torsional vibration of single and double rotor systems.
  • Damped vibration: damped torsional vibration of the single rotor system, with the damping coefficient found from the results.
  • Forced vibration: a simply supported beam at different damping, and forced damped vibration of the spring-mass system.
  • Pendulums: the simple pendulum relation, the compound pendulum with its radius of gyration, and the radius of gyration of a bifilar suspension.
  • Dunkerley’s rule, verified on the frame.

Free, Damped and Forced Vibration

Displaced and released, an undamped system oscillates at its natural frequency; for a spring and mass this is f = (1/2π)√(k/m). Adding damping makes each swing smaller than the one before, and the rate of that decay gives the damping coefficient. Under a periodic force the amplitude grows sharply as the forcing frequency nears the natural frequency, and the damping present controls how high that peak rises. Dunkerley’s rule estimates the fundamental natural frequency of a beam carrying several loads from 1/f² ≈ 1/f₁² + 1/f₂² + …, using the frequency each load would give on its own.

Vibration, Balancing and Gyroscope Rigs

Machine-dynamics apparatus is grouped in Fluid Mechanics and Hydraulics Lab Equipment, part of Engineering Lab Equipment.

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Last updated: 30 October 2026


   

Office Address

Works: 2475-84,
Hargolal Road,Ambala, Haryana

[email protected]

+91-85699-09696

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