Transcript Slide 1
Experiment #3 REDOX TITRATION OXIDATION- REDUCTION TITRATION: IRON & PERMANGANATE What are we doing in this experiment? Determine the % of Iron, in a sample by performing a redox titration between a solution of the iron sample and potassium permanganate (KMnO4). What is redox titration? A TITRATION WHICH DEALS WITH A REACTION INVOLVING OXIDATION AND REDUCTION OF CERTAIN CHEMICAL SPECIES. What is a titration? The act of adding standard solution in small quantities to the test solution till the reaction is complete is termed titration. What is a standard solution? A standard solution is one whose concentration is precisely known. What is a test solution? A test solution is one whose concentration is to be estimated What is oxidation? Old definition: Combination of substance with oxygen C (s) + O2(g) CO2(g) Current definition: Loss of Electrons is Oxidation (LEO) Na Na+ + e- Positive charge represents electron deficiency ONE POSITIVE CHARGE MEANS DEFICIENT BY ONE ELECTRON What is reduction? Old definition: Removal of oxygen from a compound WO3 (s) + 3H2(g) W(s) + 3H2O(g) Current definition: Gain of Electrons is Reduction (GER) Cl + e- Cl - Negative charge represents electron richness ONE NEGATIVE CHARGE MEANS RICH BY ONE ELECTRON OXIDATION-REDUCTION Oxidation and reduction go hand in hand. In a reaction, if there is an atom undergoing oxidation, there is probably another atom undergoing reduction. When there is an atom that donates electrons, there is always an atom that accepts electrons. Electron transfer happens from one atom to another. How to keep track of electron transfer? Oxidation number or oxidation state (OS): Usually a positive, zero or a negative number (an integer) A positive OS reflects the tendency atom to loose electrons A negative OS reflects the tendency atom to gain electrons Rules for assigning OS The sum of the oxidation numbers of all of the atoms in a molecule or ion must be equal in sign and value to the charge on the molecule or ion. Sulfate anion Potassium Permanganate KMnO4 SO42- OS of K + OS of Mn + OS of S + 4(OS of O) = -2 4(OS of O) = 0 Ammonium cation NH4+ OS of N + 4(OS of H) = +1 Also, in an element, such as S8 or O2 , this rule requires that all atoms must have an oxidation number of 0. In binary compounds (those consisting of only two different elements), the element with greater electronegativity is assigned a negative OS equal to its charge as a simple monatomic ion. NaCl Na+ Cl- MgS Mg2+ S2- When it is bonded directly to a non-metal atom, the hydrogen atom has an OS of +1. (When bonded to a metal atom, hydrogen has an OS of -1.) NH4+ HCl H 2O + Cl+ 23+ H 2H O N 4(H ) Except for substances termed peroxides or superoxides, the OS of oxygen in its compounds is 2. In peroxides, oxygen has an oxidation number of -1, and in superoxides, it has an oxidation number of -½ . Hydrogen peroxide: H O = 2H+ 2O2 2 Potassium superoxide: KO2= K+ 2O -1/2 Please Remember !! In a periodic table, Vertical columns are called GROUPS Horizontal rows are called PERIODS Electronegativity increases as we more left to right along a period. Electronegativity decrease as we move top to bottom down a group. s- block p- block d- block f- block Group 1A Group 2A Has 1e- in the outermost shell Has 2e- in the outermost shell Tend to loose 1eOS = +1 Tend to loose 2e- Alkali metals OS = +2 Alkaline-earth metals s- block p- block d- block f- block p - block Electronegativity Increases Electronegativity decreses Group 3A Has 3e- in the outermost shell Tend to loose 3eOS = +3 Group 4A Has 4e- in the outermost shell Can either loose 4eOr gain 4eExhibits variable Oxidation state -4,-3,-2,-1,0,+1,+2,+3,+4 Group 5A Has 5e- in the outermost shell Can either loose 5eOr gain 3eOxidation state -3,+5 Group 6A Has 6e- in the outermost shell Tend to gain 2e- Chalcogens Oxidation state -2 Group number - 8 Group 7A Has 7e- in the outermost shell Tend to gain 1e- Halogens Oxidation state -1 Group number - 8 Group 8A Has 8e- in the outermost shell Tend to gain/loose 0 e- Inert elements or Noble gases Oxidation state 0 Group number - 8 Sample problem Find the OS of each Cr in K2Cr2O7 Let the OS of each Cr be = x OS of K = +1 (Remember K belongs to Gp. 1A) OS of O = -2 (Remember O belongs to Gp. 6A) Net charge on the neutral K2Cr2O7 molecule = 0 So we have, 2(OS of K) + 2 ( OS of Cr) + 7 (OS of O)= 0 2(+1) + 2 ( x) + 7 (-2)= 0 2+ 2 ( x) +(-14)= 0 2+ 2 ( x) +(-14)= 0 2 ( x) +(-12) = 0 2 ( x) = (12) x=6 Find the OS of each C in C2O42Let the OS of each C be = x OS of O = -2 (Remember O belongs to Gp. 6A) So we have, 2(OS of C) + 4 ( OS of O) = -2 2(x) + 4 ( -2) = -2 2 ( x) +(-8)= -2 2 ( x) +(-8)= -2 2 ( x) = +6 ( x) = +3 Find the OS of N in NH4+ Let the OS of each N be = x OS of H = +1 (Remember H belongs to Gp. 1A) So we have, (OS of N) + 4 ( OS of H) = +1 (x) + 4 ( +1) = +1 ( x) +(4)= +1 ( x) = -3 Balancing simple redox reactions Cu (s) + Ag +(aq) Ag(s) + Cu2+(aq) Step 1: Pick out similar species from the equation Cu(s) Ag +(aq) Cu2+(aq) Ag (S) Step 2: Balance the equations individually for charges and number of atoms Cu0(S) Cu2+(aq) + 2eAg +(aq) + eAg (S) Balancing simple redox reactions Cu0(S) Cu2+(aq) + 2eCu0(S) becomes Cu 2+ (aq) by loosing 2 electrons. So Cu0(S) getting oxidized to Cu2+(aq) is the oxidizing half reaction. Ag +(aq) + eAg (S) Ag+(aq) becomes Ag 0 (S) by gaining 1 electron. So Ag+(aq) getting reduced to Ag (S) is the reducing half reaction. LEO-GER Balancing simple redox reactions Final Balancing act: Making the number of electrons equal in both half reactions [Cu0(S) [Ag +(aq) + eSo we have, Cu0(S) 2Ag +(aq) + 2e- Cu2+(aq) + 2e-] × 1 Ag (S)]× 2 Cu2+(aq) + 2e2Ag (S) Balancing simple redox reactions Cu0(S) 2Ag +(aq) + 2e- Cu2+(aq) + 2e2Ag (S) Cu0(S) + 2Ag +(aq) + 2eCu2+(aq) + 2Ag (S) + 2eCu0(S) + 2Ag +(aq) Cu2+(aq) + 2Ag (S) Number of e-s involved in the overall reaction is 2 Balancing complex redox reactions Fe+2(aq) + MnO4-(aq) Oxidizing half: Fe+2(aq) Reducing half: MnO4-(aq) Balancing atoms: Balancing -(aq)+ MnO 4 oxygens: Mn+2(aq) + Fe+3(aq) Fe+3(aq) + 1eMn+2(aq) Mn+2(aq) + 4H2O Balancing complex redox reactions Balancing hydrogens: MnO4-(aq)+8H+ Oxidation numbers: Mn = +7, O = -2 Reaction happening in an acidic medium Mn+2(aq) + 4H2O Mn = +2 Balancing electrons: The left side of the equation has 5 less electrons than the right side MnO4-(aq)+8H++ 5eMn+2(aq) + 4H2O Reducing Half Balancing complex redox reactions Final Balancing act: Making the number of electrons equal in both half reactions [Fe+2(aq) [MnO4-(aq)+8H++ 5e5Fe+2(aq) MnO4-(aq)+8H++ 5e- Fe+3(aq) + 1e- ]× 5 Mn+2(aq) + 4H2O]×1 5Fe+3(aq) + 5eMn+2(aq) + 4H2O 5Fe2++MnO4-(aq)+8H++ 5e5Fe3+ +Mn+2(aq) + 4H2O + 5e- Balancing complex redox reactions 5Fe2++MnO4-(aq)+8H+ 5Fe3+ +Mn+2(aq) + 4H2O 5 Fe 2+ ions are oxidized by 1 MnO4- ion to 5 Fe3+ ions. Conversely 1 MnO4- is reduced by 5 Fe2+ ions to Mn2+. If we talk in terms of moles: 5 moles of Fe 2+ ions are oxidized by 1mole of MnO4- ions to 5 moles of Fe3+ ions. Conversely 1 mole of MnO4- ions is reduced by 5 moles of Fe2+ ions to 1 mole of Mn2+ ions. Conclusion from the balanced chemical equation For one mole of MnO4- to completely react With Fe2+, you will need 5 moles of Fe2+ ions. So if the moles of MnO4- used up in the reaction is known, then the moles of Fe2+ involved in the reaction will be 5 times the moles of MnO4Mathematically written: Moles of Fe 5 [moles of MnO4 ] 2 How does this relationship concern our experiment? Titration of unknown sample of Iron Vs KMnO4: The unknown sample of iron contains, iron in Fe2+ oxidation state. So we are basically doing a redox titration of Fe2+ Vs KMnO4 5Fe2++MnO4-(aq)+8H+ 5Fe3+ +Mn+2(aq) + 4H2O Moles of Fe 5 [moles of MnO4 ] 2 Vinitial Vfinal- Vinital= Vused (in mL) Important requirement: The concentration of KMnO4 should be known precisely. KMnO4 Vfinal End point: Pale Permanent Pink color 250mL 250mL 250mL Vused (in mL ) 1L VKMnO4 Used (in L) 1 1000 mL Moles of MnO4 Molarity of MnO4 VKMnO4 Used (in L) Moles of Fe 5 [moles of MnO4 ] 2 2 55.85 g of Fe 2 Grams of Fe moles of Fe 2 1 mole of Fe 2 2 grams of Fe % Fe in sample 100% mass of sample in grams Problem with KMnO4 Unfortunately, the permanganate solution, once prepared, begins to decompose by the following reaction: 4 MnO4-(aq) + 2 H2O(l) 4 MnO2(s) + 3 O2(g) + 4 OH-(aq So we need another solution whose concentration is precisely known to be able to find the precise concentration of KMnO4 solution. Titration of Oxalic acid Vs KMnO4 Primary standard Secondary standard 16 H+(aq) + 2 MnO4-(aq) + 5 C2O4-2(aq) 2 Mn+2(aq) + 10 CO2(g) + 8 H2O(l) 5 C2O42- ions are oxidized by 2 MnO4- ions to 10 CO2 molecules. Conversely 2 MnO4- is reduced by 5 C2O42ions to 2Mn2+ ions. Titration of Oxalic acid Vs KMnO4 16 H+(aq) + 2 MnO4-(aq) + 5 C2O4-2(aq) 2 Mn+2(aq) +10CO2(g) + 8 H2O(l) If we talk in terms of moles: 5 moles of C2O42- ions are oxidized by 2 moles MnO4ions to 10 moles of CO2 molecules. Conversely 2 moles of MnO4- is reduced by 5 moles of C2O42- ions to 2 moles of Mn2+ ions. Conclusion from the balanced chemical equation For 5 moles of C2O42- ions to be completely oxidized by MnO4- we will need 2 moles of MnO4- ions. Conversely for 2 moles of MnO4- to be completely reduced by C2O42-, we will need 5 moles of C2O42- ions 2 5 Moles of C2O4 2 moles of MnO4 2 2 1 Moles of C2O4 moles of MnO4 5 Vinitial Vfinal- Vinital= Vused (in mL) Important requirement: The concentration of KMnO4 should be known precisely. KMnO4 Vfinal End point: Pale Permanent Pink color 250mL 0.15 g OXALIC ACID + 100 mL of 0.9 M H2SO4.Heated to 80C 250mL 250mL Vused (in mL ) 1L VKMnO4 Used (in L) 1 1000 mL Moles of C2O4 2 Weight of oxalic acid (in g ) Mol .Wt of Oxalic acid ( g ) mol 2 2 mol MnO4 1mol C2O4 mol MnO4 2 Moles of Ox 5 mol C2O4 1mol Na2C2O4 mol MnO4 [ MnO4 ] VKMnO4Used (in L) When preparing 0.9 M H2SO4 1.Wear SAFETY GOGGLES AND GLOVES 2.Use graduated cylinder to dispense the acid from the bottle 3. Please have about 100 mL of water in 500 mL volumetric flask, before adding acid in to it. 4. Add acid to the flask slowly in small aliquots.