Ideal Gas Laws
What is Ideal Gas Law?
The Ideal Gas Law is a law which provides the relation among various parameters of the gas such as pressure, temperature, and volume of the gas. According to Ideal Gas Law,
PV = nRT
What is Ideal Gas examples?
There is no such gas which behaves as a perfect noble gas, but we can take some gases which almost behave as Ideal Gas which are, Nitrogen, Oxygen, Hydrogen, Carbon Dioxide, and others.
Who derived the Ideal Gas Law?
Ideal Gas law was first derived by the French physicist Benoît Paul Émile Clapeyron.
Why is Ideal Gas law inaccurate?
Ideal Gas Law is inaccurate because it only works on ideal gas under perfect motion and it fails at a higher pressure and lower temperature.
How is Ideal Gas law used in everyday life?
The ideal gas law is used in everyday life in various scenarios such as,
- Airbags in the car expand on the basis of the Ideal Gas Law.
- The coolant gas added in Refrigerators, and AC cools using the principal of Ideal Gas Law
- The ventilation provided in the high-rise buildings uses the Ideal gas law.
What is the Ideal Gas Equation?
Ideal gas equation is,
PV = nRT
where,
P is Pressure of the Gas
V is Volume of the Gas
T is Temperature of the Gas
n is the number of moles of the gas
R is Universal Gas Constant
Ideal Gas Law
The ideal gas law also called the general gas equation, is an equation that provides the relation among the various parameters of the gas i.e. they provide the relation among pressure(P), temperature(T), and Volume(V) of the gas. It is a combination of Charles’s law, Boyle’s Law, Avogadro’s law, and Gay-Lussac’s law. This law was first stated by the French physicist Benoit Paul Émile Clapeyron in 1834.
Table of Content
- What is Ideal Gas?
- Ideal Gas Laws
- Ideal Gas Law Units
- What is Ideal Gas Equation?
- Equation of Ideal Gas Law
- Derivation of the Ideal Gas Equation
- Ideal Gas Equation Units
- Absolute Temperature
- Relationship between Pressure and Temperature
- Solved Examples on Ideal Gas Law
Let’s learn about Ideal Gas Law and its derivation and others in detail.
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