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The Gases Chapter 14 properties of gases and gas laws as related to the kinetic molecular theory.

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Presentation on theme: "The Gases Chapter 14 properties of gases and gas laws as related to the kinetic molecular theory."— Presentation transcript:

1 The Gases Chapter 14 properties of gases and gas laws as related to the kinetic molecular theory.

2 Chapter 14 “GASES” Brownian Movement
Around 1827, dust particles were seen to move in a random, zig-zag pattern under a microscope, “I’ve been behind this guy in the hall!”

3 From the idea of Brownian Movement
came the explanation for the behavior of gases and, later, for other particles of matter. So, let’s look at some important properties of gases, shall we? Why sure….

4 1. Gases have mass. Gases seem to be weightless, but they are classified as matter, which means they have mass. The density of a gas – the mass per unit of volume – is much less than the density of a liquid or solid, however.

5 GAS DENSITY Lower density 22.4 L of ANY gas AT STP = 1 mole Higher

6 2nd– Gases are Compressible
If you squeeze a gas, its volume can be reduced considerably The low density of a gas means there is a lot of empty space between gas molecules.

7 3rd – Gases fill their containers
Gases spread out to fill containers until the concentration of gases is uniform throughout the entire space. This is why there is never an absence of air around you!

8 4th – Gases diffuse This is called diffusion.
Because of all of the empty space between gas molecules, another gas molecule can pass between them until each gas is spread out evenly throughout the entire container. This is called diffusion.

9

10 5th – Gases exert pressure
Gas particles exert pressure by colliding with objects in their path. The sum of all of the collisions makes up the pressure the gas exerts.

11 Imagine a gas in a container as a room of hard rubber balls.
The collisions of the balls bouncing around exert a force on the object that with which they collide. The definition of Pressure is force per unit area – so the total of all of the tiny collisions makes up the pressure exerted by the gas.

12 6th – Pressure depends on Temp
The higher the temperature of a gas -the higher the pressure that the gas exerts The reverse of that is true as well, a the temperature of a gas decreases – the pressure decreases. How are temperature & pressure related? DIRECTLY

13 Kinetic Molecular Theory: Gases
particles in continuous, random, rapid motion (Brownian!) collisions between particles are elastic (they may transfer energy between them, but they don’t lose any energy) volume occupied by the particles is negligible (little effect on their behavior) No attractive forces between particles (little effect on their behavior)

14 What kind of energy is “energy of motion”?
That’s Right! Kinetic Energy! What can you say about particles that have a lot of kinetic energy? Right again! They move Fast! But the particles in a gas don’t all move at the same speed so we measure the Average Kinetic Energy of a sample – TEMPERATURE!

15 Let’s think of your average, room
temperature oxygen molecule as a car! It would be traveling at a speed of about 443 m/sec (1000 mil/hr)! If we compare speed & collisions, our “Oxygen Car” would have a collision every 314 car lengths (or 4.5 x 109 collisions per second)! Tough getting insurance!

16 Gas variables In order to describe a gas sample completely and then make predictions about its behavior under changed conditions, it is important to deal with the values of: 1) pressure 2) temperature 3) volume 4) amount of gas

17 Pressure (P) The pressure of a gas is the force exerted on the wall of the container a gas is trapped in. It is the force of the collisions & the number of collisions with the walls of a container that cause Gas Pressure. No Gas – No Pressure – VACUUM!

18 Put on your bathing suits
(NO SPEEDOS, Please!) and I’ll meet you on a sandy beach in the Bahamas! 1, 2, 3… Let’s go! You Look Great! Now swim out to that buoy!

19 When I say go, take a deep breath &
dive under water. Go down about 2 feet & look up. Then come back to the surface! What did you see directly above you? Water! Was it heavy? Did you even notice?

20 Now, take a deeper breath & go down
About 10 feet and look up. Then come up quickly! What did you notice above you this time? Yes! More water! Did you feel it this time? How about those ears?!

21 We live under a sea of air. The more air above you, the more pressure
Swim to shore! We’ll take the rest of our notes there! We live under a sea of air. The more air above you, the more pressure on you! There is less air above a mountain top than There is above a valley, so, less pressure above the mountain!

22 Even though babies know how to drink from a straw, most people, young or old, don't know how it works. Most people think the suction caused by our mouth pulls the liquid up through the straw.

23 Normally when your mouth is closed, there's not much air (blue spheres) inside your mouth. They bounce around causing 15 psi pressure in the mouth. However, when you drop your jaw and keep your lips closed, there's more room for the air to spread out . so the air pressure inside the mouth is less. Outside air, at a higher pressure, is trying to get into the mouth. It pushes on the cheeks causing them to be sunken.

24 If you have a straw in your mouth, then air pressure pushing on your drink has more force than the force from the air in your mouth. The outside air pressure pushes onto the surface of the drink. This pressure pushes liquid up through the straw to your mouth.

25 Normal Air (atmospheric) Pressure is the average pressure of the air at sea level under normal conditions. It will support a column of mercury 760 mm high

26 Air pressure is measured with a
Barometer There are several units for pressure depending on the instrument used to measure it including: 1) atmospheres (atm) 2) Millimeters of Mercury (mmHg) 3) Kilopascal (kPa) Remember STP? 0° C & 1 atm 1atm = 760 mm Hg = kPa

27 Pressure Conversions 475 mm Hg x = 0.625 atm 233 kPa x
A. What is 475 mm Hg expressed in atm? 1 atm 760 mm Hg B. The pressure of a tire is measured as 233 kPa. What is this pressure in mm Hg? kPa 475 mm Hg x = atm 233 kPa x = 1.75 x 103 mm Hg

28 Kelvin = C° + 273 Temperature (T)
The temperature of a gas is generally measured with a thermometer in Celsius. All calculations involving gases should be made after converting the Celsius to Kelvin temperature. Kelvin = C° + 273

29 Volume (V) The volume of the gas is simply the volume of the container it is contained in. The metric unit of volume is the liter (L) 1 L = 1 dm3 = 1000 ml = 1000 cm3

30 Amount (n) The quantity of gas in a given sample is expressed in terms of moles of gas (n). This of course is in terms of x 1023 molecules of the gas. Don’t forget to convert mass to moles you just divide by the molar mass of the gas.

31 Gas Laws Studies of the behavior of gases played a major role in the development of physical sciences in the 17th and 18th centuries. The Kinetic Molecular theory marked a significant achievement in understanding the behavior of gases. Observations have become mathematical laws which we can use to predict quantitative outcomes.


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