5.9 Horizontal Spring Simulation

Horizontal Spring Simulation | Interactive Physics Learning Tool

Horizontal Spring Simulation

Interactive Physics Demonstration of Hooke's Law and Oscillatory Motion

Simulation Controls

Soft (10 N/m) Stiff (200 N/m)
Compressed (-1.0 m) Stretched (+1.0 m)

Real-Time Physics Data

This horizontal spring simulation demonstrates the relationship between force, displacement, and energy in a spring-mass system.

Hooke's Law: Fspring = -kx
Spring Force (F)
0.00 N
Work Done (W)
0.00 J
Potential Energy (U)
0.00 J

Understanding Spring Physics and Thermal Expansion Experiment

How This Simulation Works

This interactive tool allows students to explore the fundamental principles of spring mechanics through visual experimentation. When you adjust the displacement, you can observe how the spring force changes according to Hooke's Law. The negative sign in the formula indicates that the force always acts to restore the spring to its equilibrium position.

Key Physics Concepts

  • Spring Constant (k): Measures the stiffness of the spring. A higher value means the spring is harder to stretch or compress.
  • Displacement (x): The distance the spring is stretched or compressed from its natural resting position.
  • Restoring Force: The force that pulls or pushes the mass back toward equilibrium, creating oscillatory motion.
  • Elastic Potential Energy: Calculated as U = ½kx², representing the energy stored in the deformed spring.

Connection to Thermal Expansion Experiment

While this simulation focuses on mechanical oscillation, the principles connect to a thermal expansion experiment where materials change length due to temperature variations. Both phenomena involve restoring forces: springs resist mechanical deformation while materials resist thermal expansion through internal molecular forces. Understanding spring behavior provides foundational knowledge applicable to thermal physics and material science.

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