State that energy may be stored as kinetic, gravitational potential, chemical, elastic (strain), nuclear, electrostatic and internal (thermal)

Published by Patrick Mutisya · 14 days ago

Cambridge IGCSE Physics 0625 – Energy (Topic 1.7.1)

Topic 1.7.1 – Energy

Learning Objective

State that energy may be stored as kinetic, gravitational potential, chemical, elastic (strain), nuclear, electrostatic and internal (thermal) energy.

Forms of Stored Energy

  • Kinetic Energy – energy of motion.
  • Gravitational Potential Energy – energy stored due to an object's position in a gravitational field.
  • Chemical Energy – energy stored in chemical bonds.
  • Elastic (Strain) Energy – energy stored when a material is deformed (stretched or compressed).
  • Nuclear Energy – energy stored in the nucleus of an atom.
  • Electrostatic Energy – energy stored due to the separation of electric charges.
  • Internal (Thermal) Energy – energy associated with the random motion of particles within a substance.

Key Equations

The following equations describe the quantitative relationship for each form of stored energy.

  • Kinetic Energy: \$E_k = \frac{1}{2}mv^{2}\$
  • Gravitational Potential Energy: \$E_g = mgh\$
  • Elastic (Strain) Energy (spring): \$E_e = \frac{1}{2}kx^{2}\$
  • Chemical Energy: represented by the change in enthalpy, \$\Delta H\$ (energy released or absorbed in a reaction).
  • Nuclear Energy (mass–energy equivalence): \$E_n = \Delta mc^{2}\$
  • Electrostatic Potential Energy (point charges): \$E{es} = \frac{k\,q{1}q_{2}}{r}\$
  • Internal (Thermal) Energy (ideal gas, per mole): \$E_{th} = \frac{3}{2}nRT\$

Summary Table

Energy FormSymbol / EquationTypical ExampleCommon Storage Method
Kinetic\$E_k = \frac12 mv^{2}\$Moving car, thrown ballMass in motion
Gravitational Potential\$E_g = mgh\$Water behind a damHeight in a gravitational field
Chemical\$\Delta H\$ (reaction enthalpy)Battery, foodChemical bonds
Elastic (Strain)\$E_e = \frac12 kx^{2}\$Compressed spring, stretched rubber bandDeformation of solids
Nuclear\$E_n = \Delta mc^{2}\$Fission in a reactor, fusion in the SunAtomic nuclei
Electrostatic\$E{es} = \frac{k q{1} q_{2}}{r}\$Charged capacitor platesSeparation of electric charges
Internal (Thermal)\$E_{th} = \frac{3}{2}nRT\$Hot water, heated airRandom motion of particles

Conceptual Connections

  1. All forms of stored energy can be transformed into other forms, obeying the principle of conservation of energy.
  2. In many practical situations, more than one type of stored energy is present simultaneously (e.g., a roller‑coaster car has both kinetic and gravitational potential energy).
  3. Understanding the storage mechanism helps predict how energy will be released or transferred in a system.

Suggested diagram: A schematic showing the conversion between the different energy forms in a simple system (e.g., a pendulum, a spring‑mass system, or a battery powering a motor).