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Published byReginald Harmon Modified over 9 years ago
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Gases Kinetic-Molecular Theory of Gases Notes#5
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§All particles are in constant motion. §As temperature increases kinetic energy ? increases §As gas particles move apart the volume ? increases
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Point Masses §Gas particles are treated as a point with no volume and no mutual attraction -this is because they’re so small compared to the distances between them.
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Ideal Gases §A theoretical gas with no volume and no attraction. §A series of theories will be studied about ideal gases -standard pressure of 101.32 kPa -standard temperature of 0°C or 273K -standard conditions are abbreviated STP
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Therefore: §Kinetic theory explains properties of gases based on a molecular view. §The assumptions are: l The molecules are in continuous, random motion. l A molecule has negligible volume. l The forces between molecules are negligible. l The average kinetic energy depends on the temperature.
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Four Gas Law Variables Are: §V = volume §P = pressure §T = temperature §n = number of particles §(Case is important)
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Behavior of Gases §Compression §Expansion §Diffusion – movement of material from high to low concentration - lighter particles diffuse faster than heavier particles §Effusion- gas escapes through a tiny opening
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Gas Pressure §Pressure = force/area §Snowshoes in the snow – force is spread out over a larger area §Gas particles exert pressure as they collide with the walls of their container §More particles in a given space, greater pressure §Barometer is tool used to measure atmospheric pressure – mercury rises or falls
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Units of pressure §SI unit is Pascal (Pa) §1Pa = 1 N/m 2 derived from force §1atm = 760mm Hg = 760 torr = 101.3 kPa =14.7 psi §1torr = 1 mm Hg
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Dalton’s Law of Partial Pressure §Total pressure of a mixture of gases is equal to the sum of all the pressures of the individual gases §Pg. 392 practice problems
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Boyle’s Law §Relates volume and pressure -gas exerts pressure on its container’s walls -pressure depends on *number of molecules *average kinetic energy of the molecules §Pressure = P..........
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Boyle’s Law §Relates volume and pressure -gas exerts pressure on its container’s walls -pressure depends on *number of molecules *average kinetic energy of the molecules §Plunger applies pressure (now 2P). -As pressure doubles, volume becomes ½. -(note the same number of particles now occupying ½ the space)...............
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Boyle’s Law §Boyle’s Law PV=k *P=pressure *V= volume *k=constant §Experiments happen at room temperature(about 25ºC.) We need to convert the results to STP.
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Boyle’s Law §Sinceand §then (substituting for k)
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Boyle’s Law §Sinceand §then (substituting for k) or
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Boyle’s Law §Sinceand §then (substituting for k) or §Units l pressure - kPa l volume - cm 3
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Problem: a gas is collected in a 242 cm 3 container at 87.6 kPa. What is its volume at STP? ÀV 1 = P 1 =V 2 = P 2 = ÁThink: pressure goes from 87.6 kPa to 101.325 kPa so Volume should be________ than 242 cm 3 ÂMath: 101.325 kPa242 cm 3 87.6 kPa?
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§so §Note: 209 < 242cm 3 §Now do CMC 358: 1, 2, 3(a,c,e) and 4(a,c,e).
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