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RWF CHAPTERS 13/14 NOTES Gases
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Here’s one thing we know about gases:
1 mol of any gas at STP has V= 22.4L
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Avogadro’s Law Equal volumes of gases at same P and T contain equal number of particles V= kn n = # of moles.
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Observations about gases
-Gases have mass -Gases can be compressed -Gases fill their containers, shape and volume does not stay constant -Diffusion -Gases exert pressure. -Pressure depends upon temp Gases have low density
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All observations can be explained by the Kinetic Theory of Matter = Matter is made of tiny particles that are in constant motion
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Pressure Pressure is the force per unit area on a surface
Pressure varies with altitude and temperature Pressure is caused by air molecules crashing against a surface To a lesser extent pressure is caused by the weight of the air above you {Temperature is the average kinetic energy of the particles of a substance}
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ASSUMPTIONS that we make when we study gases
--Elastic Collisions = particles hit other particles and walls of container and eyeballs without slowing down --Distance between particles is large --There is no interactions between molecules --Particles are “point masses”, that is, the particles have zero or negligible volume.
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-According to the kinetic theory of matter, when a Gas temp rises here’s what happens: as particles move faster, there are more collisions per second and collisions have more energy, therefore pressure rises
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Measuring Gases Amount of gas particles (moles) Volumes (l or ml) Temp (oC or K) Pressure 1.00 atm = kPa = 760. mmHg = 760. torr = lbs/in2
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Torricelli’s Barometer
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8.3 lbs/in2
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8.3 lbs/in2 14.70lb/in2
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8.3 lbs/in mmHg 14.70lb/in2
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Manometer=a device used to measure pressure of container of gas
See pg. 389
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STP = Standard Temperature and Pressure is 273K and 1 atm.
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Boyle’s Law As volume decreases, pressure increases (think of squeezing a balloon) PV=k (k is a constant) P1V1=P2V2 At constant T
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Charles Law As temp rises, volume rises constant P V/T= k at constant P V1/T1 = V2/T2
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Put them all together: P1V1/T1 = P2V2/T2
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Dalton’s Laws of Partial Pressures-
The sum of the partial pressures of all the components in a gas mixture is equal to the total pressure of the gas mixture. Pair = PN2 + Po2 + Pco2 + PH2O +…..
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Ideal Gas Law PV= nRT P = Pressure n = moles V = Volume (L) T= Temp (K) R = atm-L/mol-K = K Pa-L/mol-K
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Gas Law Constants (R): atm-L/mol-K cal/mol-K J/mol-K Pa-m3/mol-K 62.36 torr-L/mol-K 8.314 kPa-L/mol-K
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How many moles of a gas at 100oC does it take to fill a 1
How many moles of a gas at 100oC does it take to fill a 1.00L flask to 1.50 atm ?
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PV= nRT (1.50Atm)(1.00L) = n(.0821atm-L/mol-K)(373K)
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