OTHER CONCENTRATION UNITS Yves Alarie, Ph.D Professor Emeritus U niversity of Pittsburgh,USA.

Slides:



Advertisements
Similar presentations
Gas Mixtures Daltons Law Gas Mixtures--Partial Pressure So far: pure gases Many gases are actually mixtures of two or more gases: – air: O 2, N 2, H.
Advertisements

Section 2 – The Gas Laws Scientists have been studying physical properties of gases for hundreds of years. In 1662, Robert Boyle discovered that gas.
Gases Follow-up.
Gases: Properties and Behaviour  Gas Laws  Partial Pressures  Kinetic Theory and Ideal Gases  Real Gases  Diffusion and Effusion.
Gases Chapter 13 Page 298. Gases Properties: Gases are fluids because their molecules/atoms can flow Gases have low density Highly compressible – their.
Three More Laws. A. Ideal Gas Law The 4 th variable that considers the amount of gas in the system is P 1 V 1 T 1 n = P 2 V 2 T 2 n Equal volumes of gases.
Gases doing all of these things!
Chemistry.
Chapter 13: States of Matter Kinetic-Molecular Theory: Explains the motions and behavior of a gas. The theory has three components: 1. Particle Size: Gas.
Chapter 14-Part VII Applications of VLLE.
1 CHAPTER 12 Gases and the Kinetic-Molecular Theory.
1 Pressure Pressure: Force applied per unit area. Barometer: A device that measures atmospheric pressure. Manometer: A device for measuring the pressure.
GASES. GASES AND PRESSURE Why are gases so unique?
Warm Up 4/9 Write the formula of magnesium chloride.
NOTES: 14.4 – Dalton’s Law & Graham’s Law
External Gas Transport Chapters 20 & 21 Respiration The process of acquiring oxygen and releasing carbon dioxide.
1 Chapter 5: GASES. 2  In this chapter we will:  Define units of pressure and volume  Explore the properties of gases  Relate how the pressure, volume,
What are Characteristics of a GAS? Gases have no mass. Gases have no volume. Gases do not interact – elastic collisions. Gases have mass. Gases have.
 The average kinetic energy (energy of motion ) is directly proportional to absolute temperature (Kelvin temperature) of a gas  Example  Average energy.
Pressure Unit 5 Chapters 10 & 11.
Scheme of the equilibrium Environmental Compartments Model.
Number of lone electron pairs trigonal planarbent 4 tetrahedraltrigonal pyramidalbent 5 trigonal bipyramidalsee-sawT-shapedlinear 6 octahedralsquare.
Gases.
1 Partial Pressure Pressure of individual gases in a mixture.
GAS LAWS Chapter 10.
Chapter 11: Gases. © 2009, Prentice-Hall, Inc. Characteristics of Gases Unlike liquids and solids, gases – expand to fill their containers; – are highly.
Chapter 10 Gases. A Gas -Uniformly fills any container. -Mixes completely with any other gas -Exerts pressure on its surroundings.
Chapter 5 The Gaseous State. 5 | 2 Gases differ from liquids and solids: They are compressible. Pressure, volume, temperature, and amount are related.
A Gas -Uniformly fills any container. -Mixes completely with any other gas -Exerts pressure on its surroundings.
Gas Laws Why Gases Behave As They Do. Factors Affecting Gases Pressure  Atmosphere  mm Hg, Torr  psi (pounds per square inch; #/in 2 )  Paschal (N/
You can predict how pressure, volume, temperature, and number of gas particles are related to each other based on the molecular model of a gas.
1 Gases: Ch Pressure Basic properties of gases –Expand to completely fill their container –Take the shape of their container –Have low density (compared.
JEOPARDY REVIEW The Gas Laws.
CONCENTRATION UNITS AND VOLUME UNITS Yves Alarie, Ph.D Professor Emeritus U niversity of Pittsburgh,USA.
Chapters 10 and 11: Gases Chemistry Mrs. Herrmann.
Charles’, Boyle’s, and Dalton’s LAWS Mahek and Kenny Present A Hall Production.
Henry’s law By: grace elerick.
DALTON’S LAW OF PARTIAL PRESSURE
1.Explain Dalton’s Law 2.Use Dalton’s Law to solve a problem.
Chapter 5 Gases.
Module 8 Gases. Substances that Exist as Gases At 25 o C and 760 torr (1 atm), the following substances exist as gases: Elements Compounds H2H2 HeHFNH.
Solutions: AP Notes Use Pre-AP Notes for background solution info Colligative Properties.
Gases Online Lecture Part 2. Gas Density and Molar Mass Using the ideal gas law and the density of a gas you can solve for the molar mass of the gas.
Ideal Gas Law.
Dalton’s law of partial pressure At constant volume and temperature, the total pressure of a mixture of gases is the sum of the partial pressures of all.
Gas Mixtures Because the gas laws apply to ideal gases, they also apply to gas mixtures. Laws frequently used: Ideal gas law Dalton’s Law for partial pressures.
Warm-up 2H 2 (g) + O 2 (g)  2H 2 O (g) How many liters of water will be produced from 300 grams of Oxygen gas if Hydrogen gas is in excess? (at STP)
Two-Phase Gas-Liquid Systems (Saturation, Condensation, Vaporization) Saturation  When any noncondensable gas (or a gaseous mixture) comes in contact.
What are Characteristics of a GAS? Gases have no mass. Gases have no volume. Gases do not interact – elastic collisions. Gases have mass. Gases have.
Gases and Pressure Section Vocabulary Pressure: the force per unit area on a surface Atmospheric pressure: the force per unit area exerted against.
Gases KMT = particles constant motion AKE, temperature, pressure, volume, amount of a gas are all related.
Pages Chp 11 Gas Laws. Boyle’s Law P V PV = k.
Avogadro's Principle “Equal volumes of gases at the same temperature and pressure contain equal numbers of particles” It doesn’t matter what type of gas.
Chapter 13 Calculating Gases 1 Section 12.1 Pressure + Temperature conversions, Dalton’s + Graham’s Laws Section 13.1 The Gas Laws Section 13.2 The Ideal.
 5.1 Substances that exist s gases  5.2 Pressure of the gas  5.3 The gas laws  5.4 Ideal gas equation  5.5 Gas stoichiometry  5.6 Dalton’s Law of.
Charles’ Law V 1 = V 2 T 1 T 2 Volume is directly proportional to temp (Pressure constant) Boyle’s Law P 1 V 1 = P 2 V 2 Pressure is inversely proportional.
Page 79 and 81 of INB. Essential question: Why must scientist’s account for water vapor when they collect gases by water displacement?
Chapter 5 Gases. Air Pressure & Shallow Wells Gases Are mostly empty space Occupy containers uniformly and completely The densities of gases are much.
Gas Laws. Boyle’s Law  Shows the relationship between volume and pressure  Temperature and amount of gas is held constant 
BEHAVIOR OF GASES Gases have weight Gases take up space Gases exert pressure Gases fill their containers Gases are mostly empty space (the molecules in.
 Gas particles are much smaller than the distance between them We assume the gas particles themselves have virtually no volume  Gas particles do not.
GAS LAWS Boyle’s Charles’ Gay-Lussac’s Combined Gas Ideal Gas Dalton’s Partial Pressure.
AP Chemistry Unit 4 Gases. Video Gases exhibit nearly “ideal” behavior when 1)Temperature is “high” a)High temperature means not near the boiling point.
Gases. Units of Pressure 1atm. = 760mm Hg (torr) = 101,325 pascals (Pa) = kPa = psi.
Unit 6 Gases, Phase Changes and Introduction to Thermochemistry
DALTON’S LAW OF PARTIAL PRESSURES
DO NOW: Convert 450 mm Hg to atm. Convert atm to kPa.
Pressure = force per unit area
Gases.
Gas Laws II.
Presentation transcript:

OTHER CONCENTRATION UNITS Yves Alarie, Ph.D Professor Emeritus U niversity of Pittsburgh,USA

A.PARTIAL PRESSURE Fraction (Volume/Volume Composition) of the total pressure of a mixture exerted by a component of the mixture.

For example, at sea level, 1 atmosphere ( 760 mm Hg, 760 torrs, bars, 1.03 kg/cm 2, 14.7 p.s.i.a. or kPa and yes you were under the impression that SI units were going to simplify your life, fat chance! ), if we know the volume composition of each component in the mixture, we can calculate the partial pressure of each. Assuming the following % composition for air:

N 2 =78.6%=597 mm Hg Partial Pressure O 2 =20.8%=159 mm Hg Partial Pressure CO 2 =0.04%=0.3 mm Hg Partial Pressure H 2 O =0.5%=3.8 mm Hg Partial Pressure TOTAL 100%=760 mm Hg Total Pressure The volume composition can be in % or ppm, see above, since both are volume/volume unit. Therefore, 0.1% or 1,000 ppm = 0.76 mm Hg.

B.pV = nRT If the concentration is given as moles/Liter (n/V), the partial pressure p (in mm Hg) can be obtained using the value of the gas constant R as 62 and the temperature (T) in Kelvin. Seldom used in toxicology but certainly appropriate.

C.HENRY’S LAW AND SOLUBILITY COEFFICIENT The amount (moles or grams) of a gas or vapor dissolved in a liquid is directly proportional to the partial pressure of the gas in the gas (air) phase above the liquid. At equilibrium the partial pressure (in mm Hg) in both phases is equal, but the amount, in moles or grams, will vary between the two phases according to each gas. This ratio, S, is called the solubility coefficient and is given for a particular temperature.

S = Concentration in moles (or grams) of a gas in a liquid/concentration (same units) of a gas in air phase.