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Gases. Exploring Gases. Make a table: Demo # Prediction Observation. Kinetic Theory (Observing Properties of Gases ). Gases are tiny particles, that have mass but a small volume (Volume assumed to = 0 ) Gases in constant random motion

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exploring gases
Exploring Gases

Make a table:

Demo #PredictionObservation

kinetic theory observing properties of gases
Kinetic Theory(Observing Properties of Gases)
  • Gases are tiny particles, that have mass but a small volume
    • (Volume assumed to = 0)
  • Gases in constant random motion
                  • Collisions are elastic with walls and each other (No attraction between molecules)
  • Kinetic energy (movement) depends on temperature – (high temperature is more movement)
measuring gases
Measuring Gases
  • Amount (n)

moles (number of)

  • Volume (V)

liters

  • Temperature (T)

Kelvin K= C + 273

  • Pressure (P)

mm Hg or atm

pressure
Pressure

Particles colliding with objects

  • Pressure=force (Pascal)

area

Gas pressure

gas particles colliding with objects

Atmospheric pressure

air particles colliding with objects

barometer
Barometer

Measures atmospheric pressure

measuring pressure
Measuring pressure

Barometer

760 mm Hg = 1 atmosphere

= 101,300 Pascals

=14.7 lb/in2

STP

Standard temperature 0oC

Standard pressure 1 atm

pressure problems
Pressure problems

If 760 mm Hg = 1 atm

  • Convert 793 mm Hg to atm
  • Convert 3.5 atm to mm Hg
manometer problems
Manometer problems

Measures pressure in a closed container

manometers

gas

Pressure

755 mmHg

Manometers

Pressure

755 mmHg

mercury

manometers1

855 mmHg

Pressure

? mmHg

Manometers

100 mm Hg

dalton s law of partial pressures
Dalton’s Law of Partial Pressures

Each of the components of a gas mixture contributes some of the collisions

Each component contributes part of the total pressure.

Mathematically..

PT = P1 + P2 + P3…..

what is temperature
What is temperature?
  • Measure’s average kinetic energy of particles.
    • Higher temp means higher energy
      • More energy means faster particles
    • Lower temp means lower energy
      • Less energy means slower particles
  • When particles move faster, they collide more often and with more force.
temperature and energy revisited
Temperature and Energy Revisited
  • If there are a fixed number of gas particles in a container
  • And it has a fixed pressure
  • What happens when it is heated up?
  • The particles go faster
  • They collide more
  • The volume goes up
combined gas law
Combined Gas law

Combines

  • Boyles,
  • Charles,
  • Gay-Lussac law

P1V1 = P2V2

T1 T2

boyles law p v
Boyles Law(P,V)

At a constant T,N, the volume varies indirectly with the pressure

P1V1 = P2V2

lab boyles law
Lab: Boyles Law
  • Purpose:

To observe changes in pressure with the volume changes

charles law t v
Charles Law(T,V)
  • At a constant P, N the volume varies directly with the Kelvin temperature

V1 = V2

T1 T2

gay lussacs law p t
Gay-Lussacs Law(P,T)

At a constant V,N the pressure varies directly with the Kelvin temperature.

P1 = P2

T1 T2

lab pressure temperature
Lab: Pressure/temperature

Purpose: To determine the absolute zero using Gay-Lussac’s Law

absolute zero demonstration
Absolute zero demonstration

Temperature at which all molecules stop moving

0 K

-273 oC

avagadro s law
Avagadro’s Law
  • If you hold pressure and temperature constant
    • Like at standard temperature and pressure
      • Which are?
  • Volume and moles are related

V

n

lab combined gas law
Lab: combined gas law

Purpose: To determine the volume of 1 mole of a gas using the combined gas law

Reaction: Hydrochloric acid and Mg

ideal gas law
Ideal Gas Law

At STP 1 mole=22.4L

If not at STP use Ideal Gas Law

P V = n R T

R=ideal gas constant

(0.0821 L atm)

moles K

ideal gas law1
Ideal Gas Law
  • All the gas laws are related.
  • By the pressure, volume, temperature and number of particles (moles or n)

PV = constant

V/T = constant

n/V = constant

P/T = constant

gas proportions
Gas Proportions
  • There are four variables in the Gas Laws
    • Pressure
    • Volume
    • Temperature
    • Moles
  • We can intuit each gas law using KMT
  • For example:
    • If moles and temperature are constant
    • How does the volume and pressure compare?
gas stoichiometry
Gas Stoichiometry
  • C8H18, octane, combusts in your car’s engine. If the cylinder is 0.500 L and the oxygen intake is at 45oC and 1.05 atm, how many grams of octane are needed to completely react with the oxygen?
gas collected over water
Gas Collected Over Water

If the water level in the flask is equal to the surrounding water, than the inside pressure is equal to the outside pressure.

Pin = PO2 + PH2O = P atmospheric

PH2O = 21 torr

pressure of collected gas
Pressure of Collected Gas
  • The vapor pressure of water @ 20.0 C is 17.54 mmHg
  • How many mmH2O is this?
    • What data do you need?
    • Mercury d = 13.7 g./ml
    • 240. mmH2O
  • If 100.0 ml of oxygen is collected over 20.0 C
    • If the atmospheric pressure is 739 mmHg, what is the pressure of oxygen?
    • How many moles of Oxygen gas?
    • How many atoms of oxygen
pressure equalization
Pressure Equalization

Which pressure is

Higher?

pressure equalization1
Pressure Equalization

Which pressure is

Higher?

motion of gases
Motion of Gases
  • At the same temperature, two samples of gas have the same average kinetic energy
  • What has more kinetic energy, a bus moving at 5 mph or a baby on a tricycle moving at 10 mph?
  • If mass is important let’s consider molecular motion.
diffusion
Diffusion
  • Gases at the same temp have the same average KE
  • More massive gases must be moving slower than less massive gases at the same temp
  • If I let out a smelly gas of a flask, how does it get to your nose? What path does it take?
  • When a gas spreads out or dissolves into the air, we call this diffusion
graham s law
Graham’s Law
  • The rate of diffusion is directly proportional the speed of the molecule
  • The bigger the molecule, the ______ the speed of the molecule (at the same temp)
  • The “bigger” really means molar mass.
  • We can compare rates or velocities
graham s law1
Graham’s Law

va = Mb

vb Ma

The ratio of the velocities of gas molecules is proportional to the Inverse square root of their molar masses

problem
Problem
  • The rate of diffusion of an unknown gas is four times faster than the rate of oxygen gas. Calculate the molar mass of the unknown gas and identify it.

va = 1 = Mb vb 4 32 g/mol

Mb = 2 What gas has a molar mass of 2?

dalton s law
Dalton’s law
  • The total pressure equals the sum of the partial pressures of the gases in the container

PT = P1 + P2 + P3 + ……..

try this
Try this

Air contains oxygen, nitrogen, carbon dioxide and other gases. What is the pressure due to oxygen in mm Hg if

PT= 1 atm

PN=593.4 mm Hg

PCO2 = 46.78 mm Hg

problems
problems
  • The pressure on 2.50 L of anesthetic gas is changed from 765 mm Hg to 304 mm Hg. What is the new volume if the temperature is constant?
problems1
problems
  • A balloon inflated in air conditioning at 27oC has a volume of 4.0L. It is heated to 57oC. What is the new volume?
practice
Practice

A gas has a volume of 17.3 mL at 3.5 atm. What is the volume if the pressure is increased to 6.7 atm?

A can contains a gas at 50oC and has a volume of .5L. When released what is its new volume at 20oC?

try this1
Try this

If 87.6 mL of hydrogen gas is collected at a room temperature of 23oc and room pressure of 742 mmHg, what will the volume be at STP?

problems2
problems
  • A gas has a volume of 6.8L at 327oC. What is its volume at 36oC?
molar volume
Molar Volume

1 Mole = 22.4 L

At STP

Standard temp 0oC

Standard pressure 1 atm

pressure temperature
Pressure /Temperature
  • In a sealed container, with a fixed volume and fixed number of particles
  • What happens to the pressure, if the temperature of the system is increased? Why?
  • The pressure and the temperature vary directly. Just like in Charles Law.
slide46

1. Why should the thistle tube be under the water level?

  • 2. Why was the first bottle “let go”?
  • 3. Why were the bottles placed upside down on the lab bench?
  • 4. What was this method called for collecting gas
  • using a pneumatic trough and pushing water out?
  • 5. Why did the splint go out inside the bottle?
  • 6. What was the clear, colorless liquid produced?
  • 7. Write a chemical reaction for its production.
lab combined gas law1
Lab: Combined gas law

1.Take room temperature and pressure

2. Get about 5 cm (or less) Mg and mass. Tie onto copper wire

3. Pour 15 ml of HCl into eudiometer and fill to top with water

4. Put Mg into top of eudiometer. Stopper.

5. Put finger over the hole, turn upside down and place into big beaker of water.

6. When reaction is complete, put finger over hole and transfer to large graduated cylinder to measure volume of gas collected.

kinetic theory real vs ideal
Kinetic Theory Real vs Ideal

Valid if not at

Low temperatures

– attractive forces apply

high pressures

– volume of particles

- attractive forces apply

questions
Questions
  • What happens to the energy of the particles of gas when you put the flask into cold water?
  • Why do we use Kelvin when calculating gas law problems? (Hint – is the Celsius temperature directly proportional to pressure below zero degrees?)
  • Predict the volume of the gas at 0 K from your data. You do this by getting an equation an plugging in the numbers.
  • Compare your answer with the real answer. Why are they different? What could affect your results?
  • A flask has a pressure of 1.0 atm at 25 C. What is the pressure at –40 C? (remember to convert to Kelvins)