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Brand: Reliant Lab
Reliant Lab Compound Pendulum With a Number of Equidistant Holes
SKU: TB-RE-66525
Estimated Delivery By: Apr 16 - Apr 18 
MRP : ₹2099 ₹1099
48% OFF!
Estimated Delivery By: Apr 16 - Apr 18 Easy Return
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₹1099 (Including GST)
MRP : ₹2099
48% OFF!
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Short Description
Reliant Lab Compound Pendulum
Country of origin: India
Specifications
- Brand: Reliant Lab
- Product Quantity : 1 Piece
- Bar Material : Steel
- Bar Dimension : 100 x 3.75 x 0.6 cm
- Difference Between each Hole : 5 cm
Description
The Reliant Lab Compound Pendulum (also known as a Bar Pendulum) is a classic physics apparatus used to study the properties of oscillation and determine the acceleration due to gravity . Unlike a simple pendulum, which assumes a point mass on a string, a compound pendulum consists of a rigid body typically a heavy metallic bar that oscillates about a horizontal axis passing through it. By measuring the time period of oscillation at various points along the bar, students can calculate the radius of gyration and identify the relationship between the center of suspension and the center of oscillation.
Features
:- Precision Machined Bar: Features a solid steel or brass rectangular bar with holes drilled at regular intervals (typically 5cm apart) along its entire length.
- Rigid Wall Bracket: Includes a heavy-duty powder-coated wall bracket or a sturdy tripod stand designed to hold the pendulum securely without vibrations.
- Symmetrical Design: The uniform cross-section of the bar ensures that the center of gravity is exactly at the geometric center, simplifying mathematical calculations.
- Hardened Steel Knife Edges: Provided with adjustable knife edges that ensure minimal friction at the point of suspension, allowing for a near-perfect pivot.
Applications
:- Moment of Inertia Study: Used to verify the laws of rotational motion and calculate the moment of inertia of a rigid body.
- Center of Oscillation: Helps students identify the "Center of Oscillation" and the "Center of Percussion" relative to the point of suspension.
- Simple Harmonic Motion (SHM): Provides a practical demonstration of angular SHM and the factors affecting the period of oscillation.
- Comparison of Masses: Can be used to study how the distribution of mass affects the rotational dynamics of an object.
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