Understanding the composition of Earth's atmosphere is crucial for life and protection against solar radiation. It consists mainly of nitrogen and oxygen, with other gases like argon and carbon dioxide. The text delves into the Kinetic Molecular Theory and the behavior of real gases, highlighting the differences from ideal gases, especially under varying pressures and temperatures. The Van der Waals equation is introduced as a tool to better predict real gas behavior, essential in scientific and industrial applications.
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Nitrogen and oxygen make up the majority of Earth's atmosphere
Other Gases
Argon, carbon dioxide, and trace amounts of other gases make up the remaining 1% of Earth's atmosphere
The composition of Earth's atmosphere is crucial for regulating climate, supporting biological processes, and human activities
The Kinetic Molecular Theory describes the behavior of gas particles as constantly moving and colliding with each other in a perfectly elastic manner
High Temperature and Low Pressure
Under conditions of high temperature and low pressure, gases approximate ideal behavior
No real gas perfectly fits the ideal model due to factors such as particle volume and intermolecular forces
Real gases deviate from ideal behavior due to factors such as particle volume and intermolecular forces, especially under high pressure and low temperature
Decrease in Available Space
As pressure increases, the finite volume of gas particles becomes more significant, leading to a decrease in the space available for movement
Impact of Intermolecular Forces
At low temperatures, intermolecular forces have a greater impact on gas behavior, leading to phenomena such as condensation and liquefaction
The compressibility factor and fugacity are used to measure the degree to which a real gas deviates from ideal behavior
The Van der Waals equation is an empirical formula that corrects the ideal gas law for the volume of gas particles and intermolecular forces
Constants
The Van der Waals equation incorporates substance-specific constants to account for the effects of particle volume and intermolecular forces
The Van der Waals equation is used to predict the behavior of real gases and is particularly important in industrial applications where precise measurements are necessary