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Gases

Learn about the process of diffusion and the law of effusion in gases. Understand the relationship between molecular velocities and molar masses.

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Gases

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  1. Gases Diffusion and Effusion

  2. Diffusion and Effusion • Objectives • Describe the process of diffusion • State Graham’s law of effusion • State the relationship between the average molecular velocities of two gases and their molar masses

  3. Diffusion and Effusion • Diffusion and Effusion • The constant motion of gas molecules causes them to spread out to fill any container they are in • The gradual mixing of two or more gases due to their spontaneous, random motion is known as diffusion • Effusion is the process whereby the molecules of a gas confined in a container randomly pass through a tiny opening in the container

  4. Diffusion and Effusion • Graham’s Law of Effusion • Rates of effusion and diffusion depend on the relative velocities of gas molecules. The velocity of a gas varies inversely with the square root of its molar mass • Recall that the average kinetic energy of the molecules in any gas depends only the temperature and equals • For two different gases, A and B, at the same temperature, the following relationship is true

  5. Diffusion and Effusion • Graham’s Law of Effusion • From the equation relating the kinetic energy of two different gases at the same conditions, one can derive an equation relating the rates of effuses of two gases with their molecular mass: • This equation is known as Graham’s law of effusion, which states that the rates of effusion of gases at the same temperature and pressure are inversely proportional to the square roots of their molar masses rate of effusion of A √ MB = rate of effusion of B √ MA

  6. The Gas Laws • The Ideal Gas Law • Sample Problem • Compare the rates of effusion of hydrogen and oxygen at the same temperature and pressure.

  7. The Gas Laws • The Ideal Gas Law • Sample Problem Solution • Given: identities of two gases, H2 and O2 • Unknown: relative rates of effusion Hydrogen effuses 3.98 times faster than oxygen

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