Gas Properties & Laws

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Last updated 3:55 PM on 4/2/26
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21 Terms

1
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What are the properties of gases?

  • gases do not have a definite shape or volume:

    • expand to fill any space made available to them

    • do not have clear boundaries

  • colorless and odorless (difficult to detect)

  • low densities

  • can be mixed together to form a solution (ex: air)

  • volume changes dramatically with change in pressure or temperature

2
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What does the Kinetic Molecular Theory (KMT) explain the behavior of?

KMT explains the behavior of ideal gases

3
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What are the basic assumptions of the Kinetic Molecular Theory (KMT)?

  • gases consist of extremely small particles (molecules) with negligible volume

  • molecules of a gas are in rapid, random, straight-line motion

  • gas molecules collide with each other elastically (no energy loss)

  • there are no attractive forces between molecules

  • avergae kinetic energy of gas particles is directly related to temperature

4
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Under what conditions do real gases behave like ideal gases? Why?

  • real gases behave most like ideal gases at high temperatures and low pressure

    • high temperature: increases kinetic energy, overcoming attractive forces

    • low pressure: reduces intermolecular interactions

5
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What is the Ideal Gas Law?

PV = nRT

  • P = pressure (kPa, atm)

  • V = volume (L)

  • n = number of moles (mol)

  • R = universal gas constant

    • 8.314 (for kPA)

    • 0.008206 (for atm)

  • T = temperature (K)

6
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What is Boyle’s Law?

  • P ∝ 1/V

  • pressure and volume are inversely related

7
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What is Charles’ Law?

  • V ∝ T

  • volume and temperature are directly related

8
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What is Gay-Lussac’s Law?

  • P ∝ T

  • pressure and volume are directly related

9
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What is Avogadro’s Law?

  • n ∝ V

  • the volume of a gas is proportional to its number of moles

10
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What is the formula for the density of a gas?

d = Pmm / RT

11
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What is the Combined Gas Law? What is it used for?

  • converts the volume, pressure, and temperature of a given amount of gas from one set of conditions (1) to another set of conditions (2)

  • n (# moles) and R are constant

<ul><li><p>converts the volume, pressure, and temperature of a given amount of gas from one set of conditions (1) to another set of conditions (2)</p></li><li><p>n (# moles) and R are constant</p></li></ul><p></p>
12
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What is Dalton’s Law of Partial Pressure?

  • the total pressure of a gaseous mixture = the sum of the partial pressures (pressures of the individual gases)

<ul><li><p>the total pressure of a gaseous mixture = the sum of the partial pressures (pressures of the individual gases)</p></li></ul><p></p>
13
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How to use Dalton’s Law to find the pressure of a gas in a mixture containing water vapor (collected over water)?

pressure of dry gas alone = total pressure - pressure of water vapor (found using the reference chart depending on temperature)

<p>pressure of dry gas alone = total pressure - pressure of water vapor (found using the reference chart depending on temperature)</p><p></p>
14
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What does the Maxwell-Boltzmann distribution curve say about the temperature and kinetic energy of gases?

  • increased temperature → increase the average speed of molecules (T ∝ average KE)

  • bell curve because not all molecules are traveling at the same speed

  • note: the number of molecules (n) stays the same

<ul><li><p>increased temperature → increase the average speed of molecules (T ∝ average KE)</p></li><li><p>bell curve because not all molecules are traveling at the same speed</p></li><li><p>note: the number of molecules (n) stays the same</p></li></ul><p></p>
15
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Consider three different gases with at the same temperature. Will the average kinetic energy of these gases be the same?

  • Yes, temperature is a measure of the average kinetic energy of a gas. Thus, saying that the gases have the same temperature is the same as saying that the gases have the same average kinetic energy.

  • However, speeds are dependent on masses

<ul><li><p>Yes, temperature is a measure of the average kinetic energy of a gas. Thus, saying that the gases have the same temperature is the same as saying that the gases have the same average kinetic energy.</p></li><li><p>However, speeds are dependent on masses</p></li></ul><p></p>
16
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Consider three different gases with different molar masses at the same temperature. Will the speed of these gases be the same?

  • No, the average speed of the gases are not the same.

  • At the same temperature (the same average kinetic energy), gases with greater molar masses will have a lower speed (m ∝ 1/u²)

17
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How is the average molecular speed of gases related to their molar mass?

Average molecular speed is greater when the mass of the molecular is smaller (m ∝ 1/u²)

18
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What is effusion?

The escape of gas moleucles through a tiny hole into an evacuated (empty) space.

19
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What is diffusion?

The spread of one substance throughout a space.

20
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What is Graham’s Law?

  • a way to quantify the rate of effusion and diffusion of gases

  • rate of diffusion or effusion is inversely related to the square root of its molar mass

    • makes sense because m ∝ 1/u²

<ul><li><p>a way to quantify the rate of effusion and diffusion of gases</p></li><li><p>rate of diffusion or effusion is inversely related to the square root of its molar mass</p><ul><li><p>makes sense because m ∝ 1/u²</p></li></ul></li></ul><p></p>
21
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<p>Consider two different gases released at opposite ends into a tube. They will combine to form a solid. Where will the solid form? (mm of HCl &gt; mm of NH3)</p>

Consider two different gases released at opposite ends into a tube. They will combine to form a solid. Where will the solid form? (mm of HCl > mm of NH3)

  • the solid will form closer to the HCl

  • this is because a lighter gas travels faster than a heavier gas

<ul><li><p>the solid will form closer to the HCl</p></li><li><p>this is because a lighter gas travels faster than a heavier gas</p></li></ul><p></p>

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