Forms of Energy and Energy Conservation
Understand different forms of energy and how they transform while total energy remains constant

Energy Transformations
Energy changes form but is never lost
Energy exists in various forms, each with specific characteristics:
- Kinetic energy: Energy of moving objects (Ek = ½mv²)
- Gravitational potential energy: Energy stored due to height (Ep = mgh)
- Elastic potential energy: Energy in stretched springs (Ep = ½kx²)
- Thermal energy: Internal energy of particles, increases with temperature
- Chemical energy: Stored in bonds, released during reactions
- Electrical energy: Energy from moving charges (P = VI)
- Nuclear energy: Stored in atomic nuclei, released in fission/fusion
- Electromagnetic/light energy: Energy carried by electromagnetic waves
The law of conservation of energy states that in an isolated system, the total energy remains constant. Energy can transform from one form to another, but it is never created or destroyed.
Total Energy Before = Total Energy After
For example, when a ball is dropped, gravitational potential energy converts to kinetic energy. At impact, kinetic energy transforms into thermal energy and sound. The total energy stays the same throughout.
Energy transfer occurs when energy changes from one form to another. Common examples include:
- Car engine: chemical (fuel) → kinetic (motion) + thermal (heat)
- Light bulb: electrical → light + thermal
- Solar panel: light → electrical
Energy dissipation refers to useful energy being lost to the surroundings, usually as heat. This is inevitable due to friction and resistance. Dissipated energy increases entropy (disorder) and cannot easily be recovered.
Efficiency measures how much useful energy is transferred compared to the total input:
Efficiency = (Useful Energy Out ÷ Total Energy In) × 100%
Efficiency is always less than 100% because some energy is always dissipated as heat due to friction, air resistance, or electrical resistance.
Example
A motor uses 500 J of electrical energy and produces 400 J of kinetic energy.
Efficiency = (400 ÷ 500) × 100% = 80%
The remaining 100 J is dissipated as heat.
From (Input Energy):
To (Output Energy):
Car engine converts fuel into motion
Typical efficiency: ~25%
Energy Flow (Sankey Diagram)
Efficiency = (Useful Energy Out ÷ Total Energy In) × 100%
= (25 J ÷ 100 J) × 100% = 25%
Key Principle: Energy is always conserved but never 100% efficiently transferred. Some energy is always lost as heat to the surroundings.
Kinetic Energy
Question:
A ball with mass 0.5 kg is dropped from a height of 2 m. Identify all the energy forms and calculate the gravitational potential energy at the start (g = 10 N/kg).
Answer:
Energy forms:
- At top: Gravitational potential energy (Ep)
- Falling: Ep converts to kinetic energy (Ek)
- At ground: All energy is kinetic (just before impact)
- After bounce: Ek converts back to Ep, plus some thermal/sound
Calculation:
Ep = mgh = 0.5 kg × 10 N/kg × 2 m = 10 J
At the bottom, all 10 J is kinetic. After bouncing to 1.5 m height, some energy has been dissipated as heat and sound.
Which formula calculates kinetic energy?