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Guide to O Level Physics Energy and Work

Introduction

Energy is everywhere around us. It lights up our homes, moves vehicles, keeps our bodies alive, and powers almost everything that keeps our world going. Although energy is so common, we rarely stop to think about what it really is or how it can change from one form to another when needed. In this article, we will explore what energy is, how it works, and why conserving it matters.

Energy

What is energy? Energy is the capacity to do work or cause change. It is a conserved quantity, so it cannot be created or destroyed. Instead, it can only be transferred between objects or converted from one form to another.

Energy is measured in the SI unit Joules (J), which is equivalent to Nm (Newton x meter). Within a system, energy is stored in various forms.

Kinetic Energy Storage

The kinetic energy (KE) storage holds energy from an object’s motion. Any moving body, be it a sprinting athlete or moving car, uses energy from this store.

The equation for quantifying kinetic energy storage is:

KE = 0.5 (mv)

where m = mass (kg), v = velocity (m/s)

A blue car labeled “MASS, m” moves right with “SPEED, v;” exhaust trails behind. Below is the kinetic energy formula: KE = 1/2 × m × v², illustrating a core concept in Physics.
Fig 1. Energy within the kinetic energy store of a moving car.

For example, the KE of a 1000kg car moving at 60km/h (approximately 16.667m/s) would be 8333.5J.

0.5 (1000)(16.667) = 8,333.5J

Gravitational Potential Energy Storage

Gravitational potential energy (GPE) storage holds energy within an object due to its vertical position above the Earth’s surface. The higher and heavier the object, the more energy it stores. This stored energy is released and converted into kinetic energy when the object falls.

The equation for quantifying gravitational potential energy storage is:

GPE = mgh

where m = mass (kg), g = gravitational field strength (N/kg), h = height (m)

On earth, g has been defined to be 9.8 N/kg.

A person holds a mass above their head, with arrows indicating height and the formula for gravitational potential energy: GPE = m × g × h, illustrating a fundamental principle in Physics.
Fig 2. Energy within the gravitational potential energy store of a weight above the ground. For example, a bag weighing 1kg is held 5m above ground. The GPE stored in that bag is 49J.

(1)(9.8)(5) = 49J

Internal Storage

Internal energy, also called thermal energy, is the total kinetic and potential energy of the particles in a substance. The particles are always in random motion (Brownian motion), and their energy comes from both this motion and the forces between them.

Diagram showing states of matter—solid, liquid, gas—with illustrations of phase changes: melting, freezing, evaporation, and condensation, plus an arrow indicating increasing internal energy; ideal for introducing key Physics concepts beyond radioactivity.
Fig 3. How energy within the internal energy of water molecules change at different temperatures.

Chemical Potential Energy

 Chemical potential energy refers to energy that is stored within the chemical bonds of molecules. Upon formation or breaking of these bonds, energy is released. Chemical potential energy can be found in batteries and the food that we eat.

Elastic Potential Energy

 Elastic potential energy refers to the energy stored when an object is stretched, squished or bent. Examples include a spring, catapult or a compressed stress ball.

Nuclear Energy Storage

Nuclear energy refers to the energy stored deep within the nucleus of an atom. This energy holds the protons and neutrons together. During nuclear reactions, this energy is released.

Conservation of Energy

The law of conservation of energy states that energy cannot be created nor destroyed, and can only be transferred between different stores.

There are several ways energy can be transferred:

1. Mechanically: when a force moves an object over a distance.

Example 1: When water falls from the top of a waterfall, energy from the gravitational potential energy store is mechanically transferred to the kinetic energy store.

Example 2: Swinging pendulum.

Diagram of a hand holding a swinging pendulum, illustrating changes in potential and kinetic energy and indicating speed at different swing positions—a classic example often studied in physics to understand fundamental motion principles.
Fig 4. Transfer of energy between the kinetic energy and gravitation potential energy stores in a swinging pendulum.

2. Electrically: when moving electrical currents flow due to a difference in voltage.

Example: When a toy car is switched on, energy from the chemical potential energy store is electrically transferred to the kinetic energy store.

3. Through heating: when thermal energy flows from a hotter to cooler area.

Example: When water in a kettle is being heated, energy flows electrically through the heating element and is transferred to the internal (thermal store) of cold water through heating.

4. Radiation: when energy moves through electromagnetic waves, such as visible light, UV and infra-red.

Example: When a flashlight is turned on, energy from the chemical potential energy store of the battery is transferred to the internal store of the bulb filament. This energy is released through radiation as light.

In all energy transfers, the total amount of energy within the system stays constant, due to the law of energy conservation.

Work and Force

In physics, work is the energy transferred when a force causes an object to move in the direction of the force applied. It is calculated using the formula:

W = F x d

where W = work done (J), F = force (N) and d = distance moved by the object in the same direction as force applied (m).

A child pushes a box to the right; arrows indicate the normal force of the hand on the box and the direction of motion, illustrating basic concepts in Physics.
Fig 5. Force is applied on a side of a box, which results in the box being pushed in the same direction of the applied force. In this case, work is being done.
A person walks right holding a stone on their palm; arrows indicate the normal force upward and the direction of motion right, illustrating fundamental concepts in Physics.
Fig 6. Here, force is applied upwards to hold the stone up, while the stone moves forwards. As the directions of force and motions are not the same, work is not being done.

Total Force

In an ideal situation, energy would be transferred completely from its store into the movement of an object. In the real world, however, some energy is always lost to factors such as friction, which reduces the efficiency of the transfer.

Hence, it is important to take note of any factors that might be made known to you in the exam question.

Remember that:

Applied force = Resultant force – frictional force

The applied force is the force used to move the object, the resultant force is the net force acting on the object, and the frictional force opposes motion and slows the object down.

A child pushes a large box on the ground; arrows show pushing force, motion direction, and opposing force of friction, illustrating fundamental Physics principles.
Fig 7. A box is being pushed on a rough surface. The pushing force is the force applied to the box, while the force of friction acts against the box’s motion. The resultant force causes the box to move in the same direction as the applied force.

Power and Efficiency

Power refers to the rate at which work is done, or energy is being transferred. It is measured with the SI unit Watt (W), and can be calculated with the equation:

P = E/t

Where P is power (W), E refers to energy or work done (J), and t refers to time (s).

A more powerful charger transfers energy to your phone’s battery more quickly, so the phone charges faster. That is why higher power means a greater rate of energy transfer.

Efficiency is the proportion of the input energy that is converted into useful output, usually written as a percentage. It is commonly expressed as:

Efficiency (%) = (useful energy transferred)/(total energy supplied) x 100%

Some energy is lost to the surroundings, often as heat due to friction from air, water, or the ground, so not all input energy does useful work. Hence, efficiency cannot be greater than 100%.

Resources of Energy

Energy resources are systems and materials that are used to generate electricity and power. They are divided into two primary categories, renewable and non-renewable. Renewable resources such as wind, hydropower and solar power, will naturally replenish, while non-renewable resources like fossil fuels, coal, oil and nuclear fuel are finite and do not replenish quickly after being used.

Since the invention of the steam engine during the Industrial Revolution, we have relied heavily on non-renewable energy sources to generate electricity. However, these resources are limited and cannot be replaced quickly enough to meet the world’s ever-growing energy demand.

In modern times, we have developed ways to harness energy from renewable sources such as hydroelectric power from dams, wind energy from turbines, and solar power from solar panels. Although these technologies are more environmentally friendly, they are often more expensive to set up than traditional power plants that use non-renewable fuels. This is one of the main reasons why many countries still depend on non-renewable energy sources.

Comparison chart of renewable and non-renewable energy by depletion, environmental impact, cost, examples, infrastructure requirements, and relevant concepts from physics such as radioactivity.
Fig 8. Table comparing the differences between renewable and non-renewable energy.

When considering the pros and cons of both types of energy resources, countries must decide which option can meet energy demands while remaining affordable. However, with non-renewable resources expected to become critically scarce within the next 50 years, many nations are introducing policies to encourage a shift towards renewable energy. In the long term, renewable energy could provide a clean and sustainable source of power for future generations.

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Prepared by: Michelle

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