- Farm & Garden
- Pumps & Motors
- Food Processing
- Workshop, DIY & MRO
- Lab & Measuring Tools

Brand: Reliant Lab
Reliant Lab K-Constant Spring Apparatus
SKU: TB-RE-67350
Estimated Delivery By: Apr 17 - Apr 19 




MRP : ₹4999 ₹3199
36% OFF!
Estimated Delivery By: Apr 17 - Apr 19 
Easy Return
& Refund
& Refund

Quality
Assurance
Assurance

Trusted
Delivery
Delivery

After Sales
Assistance
Assistance

Buyer
Protection
Protection
₹3199 (Including GST)
MRP : ₹4999
36% OFF!
Get Extra ₹48 OFF on Prepaid Orders
QTY :
-
1
+
Short Description
Reliant Lab K-Constant Spring Apparatus
Country of origin: India
Specifications
- Brand: Reliant Lab
- Product Quantity : 1 Piece
Description
The Reliant Lab K-Constant Spring Apparatus is a fundamental physics instrument designed to demonstrate and verify Hooke’s Law. This apparatus provides a controlled environment to study the relationship between the force applied to a spring and its resulting displacement. It is an essential tool for any introductory mechanics or materials science laboratory.
Features
:- Precision Graduated Scale: Features a vertically mounted, high contrast metric scale to allow for the precise measurement of spring extension.
- High Quality Tension Springs: Supplied with a set of springs of varying stiffness and wire diameters to compare different constant values.
- Adjustable Mirror Indicator: Equipped with a small horizontal pointer or a mirror polished index to eliminate parallax errors during readings.
- Stable Heavy Duty Base: The entire assembly is mounted on a powder-coated cast-iron or heavy steel base to ensure vertical stability under heavy loads.
Applications
:- Determination of Spring Constant : Used to calculate the stiffness of various springs by analyzing the slope of the Load vs. Extension graph.
- Simple Harmonic Motion Studies: Allows students to measure the period of oscillation when a mass is displaced and released.
- Material Elasticity Testing: Helps in identifying the "Elastic Limit" or "Yield Point" of different spring materials.
- Series and Parallel Combinations: Used to study how the effective spring constant changes when multiple springs are connected in different configurations.

Select attribute






