Chemistry For Engineers Module 1 Electrochemistry PDF
Document Details
Tags
Summary
This document gives an introduction to electrochemistry and focuses on basic topics such as corrosion. It touches on uniform corrosion, galvanic corrosion, and crevice corrosion. The document also introduces oxidation-reduction (redox) reactions and galvanic cells.
Full Transcript
CHEMISTRY FOR ENGINEERS MODULE 1 ELECTROCHEMISTRY ================================================= - Describe at least three types of corrosion and identify chemical reactions responsible for corrosion. - Write and balance half-reactions for simple redox processes. - Use standard reduc...
CHEMISTRY FOR ENGINEERS MODULE 1 ELECTROCHEMISTRY ================================================= - Describe at least three types of corrosion and identify chemical reactions responsible for corrosion. - Write and balance half-reactions for simple redox processes. - Use standard reduction potentials to calculate cell potentials under both standard and nonstandard conditions. - Use standard reduction potentials to predict the spontaneous direction of a redox reaction. - Calculate the amount of metal plated, and the amount of current needed, or the time required for an electrolysis process. INTRODUCTION ============ - Uniform corrosion - occurs evenly over a large portion of the surface area of a metal. - Galvanic corrosion - occurs when two different metals contact each other in the presence of an appropriate electrolyte. - Crevice corrosion - occurs when two pieces of metal touch each other, leaving a small gap or crevice between the metals. Oxidation-Reduction Reactions and Galvanic Cells ================================================ - Oxidation is the loss of electrons from some chemical species. - Reduction is the gain of electrons to some chemical species. Oxidation-Reduction and Half-Reactions ====================================== 𝐴𝑔^+^ + 1𝑒^−^ → 𝐴𝑔~(𝑠)~ 2𝐴𝑔^+^ + 2𝑒^−^ → 2𝐴𝑔~(𝑠)~ +-----------------------------------------------------------------------+ | 𝐶𝑢~(𝑠)~ → 𝐶𝑢^2+^ + 2𝑒^−^ | | | | (𝑎𝑞) | +=======================================================================+ | 2𝐴𝑔^+^ + 2𝑒^−^ → 2𝐴𝑔~(𝑠)~ | +-----------------------------------------------------------------------+ | 𝐶𝑢~(𝑠)~ + 2𝐴𝑔^+^ → 𝐶𝑢^2+^ + 2𝐴𝑔~(𝑠)~ | +-----------------------------------------------------------------------+ - The Cu was oxidized and is the reducing agent. - The Cu facilitated the reduction of Ag^+^ by losing electrons. - The Ag^+^ was reduced and is the oxidizing agent. - The Ag^+^ facilitated the oxidation of Cu by gaining electrons. Building a Galvanic Cell ======================== ![](media/image5.jpeg) Figure 3: Galvanic Cell ======================= - NH4+ will flow into the Ag^+^ beaker to offset the removal of Ag^+^ from solution. - Cl^--^ will flow into the Cu^2+^ beaker to offset the production of Cu^2+^ in solution. Terminologies for Galvanic Cells ================================ - The electrode where oxidation occurs is the anode. - The electrode where reduction occurs is the cathode. - Cell notation lists the metals and ions involved in the reaction. - A vertical line, \|, denotes a phase boundary. - A double vertical line, \|\|, denotes a salt bridge. - The anode is written on the left, the cathode on the right. General form of cell notation 𝐶𝑢~(𝑠)~ \| 𝐶𝑢^2+^ (1 𝑀) \|\| 𝐴𝑔^+^ (1 𝑀) \| 𝐴𝑔~(𝑠)~ (𝑎𝑞) (𝑎𝑞) Atomic Perspective on Galvanic Cells ==================================== Galvanic Corrosion and Uniform Corrosion ======================================== ![](media/image9.jpeg) Cell Potentials =============== Measuring Cell Potential ======================== - The behavior of cell potentials is akin to state functions. - If a specific standard electrode is chosen, comparison to all other electrodes will result in a practical system for determining cell potential. ![](media/image13.jpeg) - The half-cell notation is: Pt(s) \| H2 (g, 1 atm) \| H^+^ (1 M). - The half-cell is assigned a potential of exactly zero volts. - The cell potential is attributed to the other half-reaction. Figure 8: SHE Cell set-up ========================= Standard Reduction Potentials ============================= Table 1: Standard Reduction Potentials for Several Half-Reactions Involved in the Cells ======================================================================================= ![](media/image19.jpeg) 𝐸^°^ = 𝐸^°^ − 𝐸^°^ 𝑐𝑒𝑙𝑙 Problem 1 ========= 𝐶𝑢~(𝑠)~ \| 𝐶𝑢^2+^ (1 𝑀) \|\| 𝐴𝑔^+^ (1 𝑀) \| 𝐴𝑔~(𝑠)~ (𝑎𝑞) (𝑎𝑞) Nonstandard Conditions ====================== *F* = 96,485 J V^-1^ mol^-1^ or 96,485 C mol^-1^ 𝑄 = Problem 2 ========= [ 𝐽] ) 𝑉𝑚𝑜𝑙 Cell Potentials and Free Energy =============================== Problem 3 ========= 𝑉𝑚𝑜𝑙 Equilibrium Constants ===================== Figure 11: Cell Potential vs. logK ================================== ∆G^0^ = -RT ln K Batteries ========= Primary Cells ============= 2𝑀𝑛𝑂~2(𝑠)~ + 𝐻~2~𝑂~(𝑙)~ + 2𝑒^−^ → 𝑀𝑛~2~𝑂~2(𝑠)~ + 2𝑂𝐻^−^ ![](media/image30.png) - Lithium is the anode. - Manganese(IV) oxide is the cathode as in the alkaline battery, but in this case the MnO2 reacts with lithium ions. - Zinc is the anode. - Oxygen reacts at the cathode. - In a zinc-air battery, one of the reactants is oxygen from the surrounding air. As a result, these batteries can offer a very attractive energy density. ![](media/image33.png) Secondary Cells =============== - Nickel-metal-hydride batteries are an example of secondary cells. The anode reaction is The complex cathode reaction can be represented as Nickel-metal-hydride batteries have become popular as rechargeable cells. ========================================================================= The lead-acid storage battery found in cars is a secondary cell. - The anode for a lead-acid battery is lead metal. - The cathode for a lead-acid battery is lead oxide. ![](media/image36.png) Fuel Cells ========== Limitations of Batteries ======================== 𝐻~2~ → 2𝐻^+^ + 2𝑒^−^ Electrolysis ============ - Passive electrolysis: the electrodes are chemically inert materials that simply provide a path for electrons. - Active electrolysis: the electrodes are part of the electrolytic reaction. Electrolysis and Polarity ========================= ![](media/image38.jpeg) Passive Electrolysis in Refining Aluminum ========================================= Active Electrolysis and Electroplating ====================================== 𝐴𝑔~(𝑠)~ + 2𝐶𝑁^−^ → 𝐴𝑔𝐶𝑁^−^ + 𝑒^−^ (𝑎𝑞) 𝐴𝑔(𝐶𝑁)^−^ + 𝑒^−^ → 𝐴𝑔~(𝑠)~ + 2𝐶𝑁^−^ Barrel plating is often used to apply coatings to small parts Electrolysis and Stoichiometry ============================== Current and Charge ================== Problem 4 ========= 96,485 𝐶 Problem 5 ========= 3.6𝑜 𝑥 10^6^𝐽 Calculations Using Masses of Substances in Electrolysis ======================================================= Problem 6 ========= 𝑚𝑜𝑙 Problem 7 ========= 𝐼 Batteries in Engineering Design =============================== ![](media/image44.jpeg) Figure 14: Lithium-ion Batteries ================================ Figure 13: Schematic of Lithium-ion Battery =========================================== - Li^+^/Li has one of the largest standard reduction potentials - Both lithium and carbon are relatively light 1. For each of the following oxidation-reduction reactions, identify the half reactions and label them as oxidation or reduction a. Cu (s) + Ni^2+^ (aq) Ni (s) + Cu^2+^ (aq) b. 2 Fe^3+^ (aq) + 3 Ba^2+^ (aq) = 2 Fe(s) 2. Write a balanced chemical equation for the overall cell reaction in each of the following galvanic cells. a. Ag(s) \| Ag^+^(aq) ║ Sn^4+^(aq), Sn^2+^(aq) \| Pt(s) b. Al(s) \| Al^3+^(aq)║ Cu^2+^(aq) \| Cu(s) 3. Based on the cell potential measured for the cells 4. Using values from the tables of standard reduction potentials, calculate the cell potentials of the following cells: a. Fe(s) \| Fe^2+^(aq) ║ Hg^2+^(aq) \| Hg(ℓ) b. Pt(s) \| Fe^2+^(aq), Fe^3+^(aq) ║ MnO ^--^(aq), H^+^(aq), Mn^2+^(aq) \| Pt(s) c. Pt(s) \| Cl2(g) \| Cl^--^(aq) ║ Au^+^(aq) \| Au(s) 5. Suppose that you cannot find a table of standard reduction potentials. You remember that the standard reduction potential of Cu^2+^ + 2 e^--^ → Cu(s) is 0.337 V. Given that ∆*G*f°(Cu^2+^) = 65.49 kJ mol^--1^ and that 6. Assume the specifications of a Ni-Cd voltaic cell include delivery of 0.25 A of current for 1.00 h. What is the minimum mass of the cadmium that must be used to make the anode in this cell? Ans. 0.52 grams. 7. If a current of 15A is run through an electrolysis cell for 2.0 hours, how many moles of electrons have moved? 8. In a copper plating experiment in which copper metal is deposited from copper (II) ion solution, the system is run for 2.6 hours at a current of 12.0A. What mass of copper is deposited?