Charles’ Law is a fundamental principle in chemistry related to the behavior of gases. It states that the volume of a gas is directly proportional to its temperature when pressure is held constant. This Law finds numerous applications in various fields, particularly in the study of gas behavior and the design of practical devices. This Law is fundamental in developing technologies like gas thermometers, air conditioning systems, and various industrial processes where precise temperature control is essential.

Applications of Charles Law in Real Life

Charles’s Law describes the relationship between the volume and temperature of a gas at constant pressure. It states that the volume of a given amount of gas is directly proportional to its absolute temperature, provided that the pressure remains constant. It is also known as law of volumes. In mathematical terms we can express Charles Law as V₁/T₁ = V₂/T₂

The applications of Charles’s Law in real life is discussed below in detail:

Charles’ Law in Hot Air balloon

When the air inside the balloon is heated, it expands, causing it to rise. This principle demonstrates the direct relationship between temperature and volume, showcasing how hot air balloons rely on Charles’ Law to operate effectively. In the hot air balloons, the application of Charles’ Law is evident in how the hot air inside the balloon becomes less dense than the surrounding air when heated. This decrease in density causes the hot air balloon to rise.

For example, when a torch is used to heat the air molecules inside the balloon, the molecules move faster and disperse within the space, leading to the gas inside the balloon taking up more space and becoming less dense than the air outside. As a result, the hot air balloon rises due to its decreased density, allowing it to float.

Charles Law in Aerosol Cans

Aerosol cans, which combine gas and liquid, also exemplify Charles’ Law. The volume of gas inside the aerosol can change with temperature variations, following the principles outlined by Charles’ Law. As the temperature changes, the volume of gas in the can expands or contracts accordingly, showcasing the practical implications of this gas law in everyday products like aerosol cans.

In aerosol cans, the pressure inside the can is crucial for the proper functioning of the product. When the aerosol can is used, the pressure inside decreases as the gas is released. This decrease in pressure results from the volume of gas expanding due to the increase in temperature as it exits the can. Despite the container volume remaining constant, the pressure decreases as the gas expands, showcasing the practical implications of Charles’ Law in the operation of aerosol cans.

Charles’ Law on Tire Pressure

Another everyday example of Charles’ Law in action is observed in the tire pressure. When driving, the friction between the tires and the road causes the air inside the tires to heat up. Since the tires act as a fixed-volume container, the air pressure inside increases due to the expansion of the air following Charles’ Law.

Manufacturers typically recommend measuring tire pressure when the tires are cold because driving heats the tires. While Charles’ Law states that gas should occupy more space when heated, tires do not expand significantly. However, the slight expansion of air inside the tire due to temperature changes results in higher tire pressure when the tires are warm. Therefore, measuring tire pressure when the tires are warm can give a false impression of overinflation, highlighting the practical implications of Charles’ Law on tire pressure monitoring.

Real-Life Experiments on Charles’ Law

These experiments provide hands-on demonstrations of Charles’ Law, showcasing how gases expand when heated at constant pressure. By observing the behavior of gases in different conditions, students can directly witness the principles of Charles’ Law in action, reinforcing their understanding of the relationship between volume and temperature in gases.

Inflated Balloon Experiment

Materials Needed:

• Party Balloon
• Beaker
• Water
• Heat Source
• Freezer
• String
• Ruler

Procedure:

• Add boiling water to a beaker, leaving room for the balloon.
• Fill a party balloon with air, ensuring not to overfill.
• Wrap a string around the widest part of the balloon to measure its original circumference.
• Place the balloon in the container near the hot water.
• Observe as the balloon expands due to the increase in temperature.
• For a contrasting effect, place the balloon in the freezer to observe shrinkage.

Conclusion and result

• Heating the air inside the bottle causes it to expand, inflating the balloon. Cooling the air leads to contraction, deflating the balloon.
• The experiment demonstrates the impact of temperature on gas volume and expansion, showcasing the principles of gas behavior.
• Observe the inflation and deflation of balloon. It illustrates how air molecules respond to temperature changes, highlighting the concept of gas expansion and contraction.

Demonstrating Charles’ Law Mathematically

Materials Required:

• Concentrated sulfuric acid
• Capillary tube with liquid index
• Bunsen burner
• Thermometer

Procedure:

• Record the volume and temperature data to calculate the relationship between volume and temperature.

Conclusion and Result:

• Analyze the data to confirm the direct proportionality between volume and temperature as per Charles’ Law.

Glass Capillary Tube Experiment

Materials Needed:

• Glass Capillary Tube
• Mercury Thread
• Water Bath
• Scale
• Thermometer

Procedure:

• Measure the initial volume of gas in the capillary tube.
• Heat the tube in a water bath while monitoring the temperature.
• Record the final volume of the gas as it expands with increasing temperature.
• Calculate the ratio of volume to absolute temperature to verify Charles’ Law.

Conclusion and Results:

• The experiment demonstrates capillary action, where water rises inside the tube due to adhesion between water molecules and the glass walls. The concave curvature of the water surface inside the tube results from adhesion and surface tension.
• Lowering the tube changes the curvature and angle, showcasing the balance between the weight of the water column and the forces of adhesion.
• When the water surface inside and outside the tube is level, surface tension shapes the surface, illustrating the capillary effect and its role in phenomena like plant water uptake.

Also, Check

• Behavior of Gas Molecules
• Combined Gas Law Formula
• Ideal Gas Law 

FAQs on Real-Life Applications of Charles’ Law

What does Charles’ Law state?

Charles’ Law states that, at constant pressure, the volume of a fixed amount of gas is directly proportional to its temperature.

How does a gas behave when its temperature increases under constant pressure?

When the temperature of a gas increases at constant pressure, the gas expands.

What happens to gas molecules’ kinetic energy when the temperature increases?

The kinetic energy of gas molecules increases as the temperature rises.

What are the assumptions of Charles’ Law?

One of the assumptions of Charles’ Law is that the pressure remains constant.

What are some applications of Charles’ Law?

Charles’ Law finds applications in various scenarios like the functioning of hot air balloons, monitoring tire pressure changes with temperature, and the behavior of inflated objects in response to temperature variations.

What temperature scale must be used when applying Charles’ Law?

When applying Charles’ Law, temperatures must be in Kelvin to maintain the direct proportionality between volume and temperature.