Chapter 9 Systematic Treatment of Equilibrium. Charge Balance Basic concept of electroneutrality Sum of the positive charges in solution equals the sum.

Slides:



Advertisements
Similar presentations
General Approach to solving complex equilibria 1)Write all the pertinent reactions 2)Write the charge balance 3)Write the mass balance 4)Write the equilibrium.
Advertisements

Acid/Base Properties of Salts Hiding in plain sight.
Addition of Acid or Base to Solution CE 541. When adding Base or Acid to Solution: Interaction between different chemical species occur Interaction between.
Applications of aqueous equilibria Neutralization Common-Ion effect Buffers Titration curves Solubility and K sp.
1 Weak Acids and Bases A weak acid or base is an acid or base that partially (less than 100%) dissociated in water. The equilibrium constant is usually.
Precipitation Equilibria. Solubility Product Ionic compounds that we have learned are insoluble in water actually do dissolve a tiny amount. We can quantify.
Chapter 19 - Neutralization
Buffer Calculations for Polyprotic Acids A polyprotic acid can form buffer solutions in presence of its conjugate base. For example, phosphoric acid can.
CHEMISTRY ANALYTICAL CHEMISTRY Fall Chapter 8: Activity and the systematic treatment of equilibrium.
Weak Acids & Acid Ionization Constant Majority of acids are weak. Consider a weak monoprotic acid, HA: The equilibrium constant for the ionization would.
ANALYTICAL CHEMISTRY CHEM 3811 CHAPTER 12 DR. AUGUSTINE OFORI AGYEMAN Assistant professor of chemistry Department of natural sciences Clayton state university.
Chapter 8 Activity Goodbye Freshman Chemistry Hello Real World.
Activity Introduction 1.) Hydration
Notes on Total and Net Ionic Equations. Ionic Compounds (Metal and Nonmetal) (Cation and Anion) If soluble these compounds will DISSOLVE and DISSOCIATE.
Acid-Base Titrations. Acid-Base Equilibria Chapter 16.
Precipitation Equilibrium
Ch 12: A Deeper Look at Chemical Equilibrium Up to now we've ignored two points
How Equilibrium Calculations Can Be Applied to Complex Systems
Acids and Bases Chapter and Br Ø nstead Acids and Br Ø nstead Bases Recall from chapter 4: Recall from chapter 4: –Br Ø nstead Acid-
Lecture 15 10/05/05 Research Club. What is the charge and mass balance for 0.l5 M phosphoric acid Charge balance: [H + ] = [H 2 PO 4 - ] + 2[HPO 4 -2.
Lecture 14. Charge balance Sum of positive charges = sum of negative charges In natural waters: [H + ]+2[Ca 2+ ]+2[Mg 2+ ]+[Na + ]+[K + ]=[HCO 3 - ]+2[CO.
Acid/Base Properties of Salts
Solubility Equilibria
Ch. 16: Ionic Equilibria Buffer Solution An acid/base equilibrium system that is capable of maintaining a relatively constant pH even if a small amount.
© 2009, Prentice-Hall, Inc. Solubility of Salts (Ksp) Consider the equilibrium that exists in a saturated solution of BaSO 4 in water: BaSO 4 (s) Ba 2+
Section 4: Solubility Equilibrium. Objectives Explain what is meant by solubility product constants, and calculate their values. Calculate solubilities.
Chapter 16: Applications of Aqueous Equilibria Renee Y. Becker Valencia Community College 1.
Salts in Solution.  A salt is composed of a cation (from a base) and an anion (from an acid)  Not all salts are neutral – some can be basic, others.
Predicting Products of Chemical Reactions Honors Chemistry Ch 10 (Still)
Maths and Chemistry for Biologists
Turn Test Corrections in to the Box You will need a calculator for these notes!
 First, notice that the pH where two species concentrations are the same is around the pKa for that equilibrium. In fact, for polyprotic acids with.
Chemistry of Solutions Chapter 7. Types of Solutions Although there are many examples of solutions in different phases – gases in gases; gases, liquids,
1 Example In the reaction A + B  C + D If 0.2 mol of A is mixed with 0.5 mol of B in 1.0 L, find the concentration of A, B, C, and D. The equilibrium.
Help ! I’m dissolving. Using complex algebra to calculate concentrations when multiple equilibria are in play.
Solubility Equilibria
LO 6.1 The student is able to, given a set of experimental observations regarding physical, chemical, biological, or environmental processes that are reversible,
1 Example Calculate the volume of 14.8 M NH 3 and the weight of NH 4 Cl (FW = 53.5) you would have to take to prepare 100 mL of a buffer at pH if.
Chapter 7 Activity and the Systematic Treatment of Equilibrium
CHEMICAL EQUILIBRIUM. aA + bB cC + dD Equilibrium constant a,b,c,d – stoichiometry coefficients [A], [B], [C], [D] –concentrations of A, B, C, D in standard.
Chapter 4 Solution Stoiciometry. Solutions = Homogeneous Mixtures  Solute – thing being dissolved (lesser part of Homogeneous mixture)  Solvent – medium.
Chapter 17 Additional Aspects of Aqueous Equilibria
Physical Science Mr. Stuart ACIDS, BASES, AND PH.
CHEMISTRY ANALYTICAL CHEMISTRY Fall Lecture 13.
숙제 : 7 장 문제 : 답이 있는 30 번 까지 짝수 번 문제. Systematic Treatment of Equilibrium In this chapter we will learn: -some of the tools to deal with all types of chemical.
Aqueous Equilibria Chapter 17 Additional Aspects of Aqueous Equilibria You love Chemistry You might have doubts, but deep, deep, deep down you know there.
Solubility Chapter 17. No only do acids and bases dissolve in aqueous solutions but so do ionic compounds –Many ionic compounds tend to be strong electrolytes.
Solubility Equilibria (Sec 6-4) K sp = solubility product AgCl(s) = Ag + (aq) + Cl - (aq) K sp = CaF 2 (s) = Ca 2+ (aq) + 2F - (aq) K sp = in general A.
© Copyright R.J. Rusay Aqueous Reactions Dr. Ron Rusay Fall 2007.
1 The Islamic University of Gaza Faculty of Engineering Civil Engineering Department Environmental Engineering (ECIV 4324) Chapter 2 – Chemical Water Quality.
Version 2012 Updated on Copyright © All rights reserved Dong-Sun Lee, Prof., Ph.D. Chemistry, Seoul Women’s University Chapter 10 Solving Equilibrium.
CMH 121 Luca Preziati Chapter 8: Acids and Bases Acid = produces H + An acid is a compound that: 1. Has H somewhere 2. Has the tendency (is capable) of.
Aqueous Equilibria By: Chris Via. Common-Ion Effect C.I.E.- the dissociation of a weak electrolyte by adding to the solution a strong electrolyte that.
CHAPTER 15 REACTIONS AND EQUILIBRIA INVOLVING ACIDS, BASES, AND SALTS.
Chemical Reactions Chemistry. All Chemical Reactions have two parts: 1.Reactants = the substances you start with 2.Products = the substances you end up.
Solubility Equilibria (Sec 6-4) K sp = solubility product AgCl(s) = Ag + (aq) + Cl - (aq) K sp = CaF 2 (s) = Ca 2+ (aq) + 2F - (aq) K sp = in general A.
Prentice Hall © 2003Chapter 17 Chapter 17 Additional Aspects of Aqueous Equilibria.
Concentration of Ions in Solution Remember: concentration IS molarity.
Strengths of Acids and Bases Integrated Science II.
Diluting a solution Amount of moles of solute before dilution Amount of moles of solute after dilution = c D V D = c C V C Practice problems: p. 321.
You’ll find out what buffer solutions are and how they are prepared. Buffer Solutions Definition and Preparation.
Solubility Constant (Ksp). © 2009, Prentice-Hall, Inc. Solubility of Salts (Ksp) Consider the equilibrium that exists in a saturated solution of BaSO.
Chapter 11 Solving Equilibrium Problems for Complex Systems.
1 20 Ionic Equilibria III: The Solubility Product Principle.
Chemistry 19.5.
Contents 17-1 The Common-Ion Effect in Acid-Base Equilibria
Chapter 17: Additional Aspects of Acid-Base Equilibria
Predicting the pH of salt solutions
Chemical Reactions Chapter
Titration of a Weak Base with a Strong Acid The same principles applied above are also applicable where we have: 1. Before addition of any acid, we have.
Presentation transcript:

Chapter 9 Systematic Treatment of Equilibrium

Charge Balance Basic concept of electroneutrality Sum of the positive charges in solution equals the sum of the negative charges in solution.

What are charged species? Ions in solution. What species will ionize? Sodium Chloride (NaCl) will dissolve into solution to give us Na + and Cl - in equal amounts. Glucose will dissolve in solution but not generate ions.

What do we get when we put something like phosphoric acid into solution. H 3 PO 4 It is time to recall some chemistry. We know that PO 4 3- will result but what else. H + to be sure. Phosphate goes thru a series of equilibrium steps to give a range of species H 2 PO 4 -, HPO 4 2-, PO 4 3- that have charge. Note: Species with alkali metal ions combined will not really exist. (There will be no NaHPO 4 - for example)

What Else Since it is a water solution and we know that water can dissociate then we would have OH - also. So we would have H + for cations. And OH -, H 2 PO 4 -, HPO 4 2-, PO 4 3- for anions.

The Balanced Equation  cations =  anions Ions of charge greater than one must be accounted for. So for example if we have a calcium ion formed then each calcium ion has a double charge we must multiply the concentration of such an ion by this charge.

Charge Balance So for phosphoric acid we have the following charge balance. [H + ] = [H 2 PO 4 - ] + 2[HPO 4 = ]+3[PO 4 3- ]+[OH - ] The H 3 PO 4 that remains in solution has no charge and need not be accounted for in the charge balance.

Charge Balance What if we put trisodium phosphate into solution. Na 3 PO 4 This is the salt of a strong base and the sodium can be assumed to completely dissociate. (We know what ion pairs are and we will elect to ignore them unless directed otherwise.)

What ions will be have? Well we will have Na + and PO But!!! Phosphate ion is a fairly strong base. That is it would love the rob a proton from somewhere and become HPO 4 2- This ion in turn is a relatively strong base too and will steal another proton (H 2 PO 4 - ) This new ion is also capable of the next step giving us H 3 PO 4.

What ions/species will be have So for this solution we will possibly have. PO 4 3-, HPO 4 2-, H 2 PO 4 -, H 3 PO 4 and Na + And the ions from water. H + and OH - So our charge balance is [H + ] + [Na+] = [H 2 PO 4 - ] + 2[HPO 4 = ]+3[PO 4 3- ]+[OH - ]

How much of each species will there be? If we were to put K 2 PO 4 into solution then what would we expect to see for relative amount of each of these species.

Warning I do not want to see species like NaPO 4 2- cropping up in charge balances. They do not exist! This is usually a pit fall for you all in preparing your charge balances.

Mass Balance All this tells us that what be put into our solution is in there someplace. This is our statement of conservation of mass. So if we put Phosphoric acid into solution it will be in there as one of the phosphate species. Phosphoric acid is an ingredient of diet pepsi. We know that it undergoes these acid base interactions so our Mass balance accounts for that.

Mass Balance of Phosphoric Acid C H3PO4 = [H 3 PO 4 ] + [H 2 PO 4 - ] + [HPO 4 2- ] + [PO 4 3- ] This C H3PO4 is often referred to as the Formal Concentration. So if we put 1.5 mmoles of phosphoric acid into 0.50 liters of water then this formal concentration would be 3.0 mM. We must account for each species, charged or not, and since we are looking at concentration and not charge we should not multiply by the charge in this case.

Mass Balance of Na 3 PO 4 If we do not know the concentration we can still use the mass balance. When we put this salt into water we know we get three sodium for each phosphate. To set this up into an equation we could write. [Na + ] = 3 * phosphate concentration Have I written this backward?????

Mass Balance So we would have a mass balance of [Na + ] = 3{[H 3 PO 4 ] + [H 2 PO 4 - ] + [HPO 4 2- ] + [PO 4 3- ]}

Steps in solving such systems. Write all pertinent reactions (don’t forget water) Write the charge balance Write the mass balances ( there might be more than one ) Count the equations and unknowns. You will need to have and equal number here. Now just solve!

Solve? Let us look at the trisodium phosphate. Unknowns [Na + ] [H 3 PO 4 ] [H 2 PO 4 - ] [HPO 4 2- ] [PO 4 3- ] [H + ] [OH - ] Seven Unknown so we need seven equations. Mass balance on sodium ion Mass balance on phosphate ions K w Charge balance Three acid equilibria Full solution will be a seventh order polynomial.

Other systems That was just a simple system – these equilibrium systems can become very complex and solution depends on our knowing all the equilibria involved.

Example CaF 2 Solubility

CaF 2 Crystal Structure

CaF 2 Solubility Two equilibria involved K sp K b for F - once it is dissolved Setting conditions can help solve this problem

CaF 2 Solubility

Acid Rain

Acid Rain