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OAT General Chem

Electrochemistry, Chemical Kinetics, Thermochemistry, and Chemical Equilibria

TermDefinition
electrochemical reactions spontaneous reactions that produce electrical energy and nonspontaneous reactions that use electrical energy to produce a chemical change
electrochemical cells contained systems in which a redox reaction occurs wither to provide electrical energy or to use electrical energy
electrodes electrical conductors where oxidation and reduction occur
anode where oxidation occurs
cathode where reduction occurs
galvanic cells - has a negative delta G and a spontaneous reaction - supply energy is harnessed by placing the oxidation and reduction half-reactions
electrolytic cell - has a positive delta G and a nonspontaneous reaction - electrical energy is required to induce reaction
faraday constant equivalent to the amount of charge contained in one mole of electrons 1 F = 96,487 C/mol
reduction potential the tendency of a species to aquire electrons and be reduced measured in volts (V)
standard hydrogen electron given a potential of 0 volts and is based on the half-reaction 2 H+ (aq) + 2e- --> H2 (g)
standard reduction potential (E°) measured under standard conditions (25°C) a higher E° means a greaater tendency for reduction to occur a lower E° means a greater tendency for oxidation
standard electromotive force (E° cell) the difference in potentials between two half cells E°cell = E°red + E°ox
Gibbs free energy equation ^G = -nFEcell (if the faraday is expressed in coulombs (J/V) ^G must be expressed in J not kJ)
Nernst equation Ecell = E°cell - (RT/nF)(ln Q) (Q = reaction quotient ([C]^c [D]^d /[A]^a [B]^b))
mechanism a chemical reaction that is the actual series of steps through which it occurs
intermediate two steps add up to the overall (net) reaction A2B which does bot appear in the overall reaction because it is neither a reactant nor a product
rate-determining step - the slowest step in a proposed mechanism - the overall reaction cannot proceed faster than that step
reaction rate the change of concentration of reactant or finished product reactants --> products
rate rate = - ^[A]/^t + -^[B]/^t = ^[C]/^t
rate law rate = k[A]^x[B]^y
rate constant a constant of propotionality between the chemical reaction rate and the concentation of the reactants
orders of reaction the exponents x and y x is the order with respect to A y is the order with respect to B the exponents are equal to the stoichiometric coefficients of the rate-determining step
overall order of a reaction the sum of the exponents x + y
zero-order reactions has a constant rate which is independent of the reactants' concentrations rate = k (where k has units of M*s^-1)
first-order reactions - order = 1 - has a rate proportional to the concentration of one reactant rate = k[A] or rate = k[B]
second-order reactions - order = 2 - has a rate proportional to the product of the concentration of two reactants or the square of the concentration of a single reactant - rate = k[A]^2, rate = k[B]^2, or rate = k[A][B]
higher-order reactions - has an order greater than 2 -more possible combinations
mixed-order reactions - has a fractional order - rate = k[A]^1/3
collision theory of chemical kinetics state that the rate of a reaction is proportional to the number od collisions per second between the reacting molecules
effective collision - one that leads to the formation of products - occurs only if the molecules collide with the correct orientation and sufficient force to break existing bonds and form new ones
activation energy the minimum energy of collision necessary for the reaction to take place
transition state - when molecules collide with sufficient energy and in correct orientation - old bonds are weakened and the new bonds are beginning to form
reaction coordinate a measure of the extent to which the reaction has progressed from reactants to products
activiated complex has greater energy than either the reactants or products -either dissociate into the products or revert to reactants without any additional energy input
potential energy diagram illustrates the relationship between the activation energy, the heats of reaction, and the potential energy of the system before and after the reaction
enthalpy change the difference between the potential energy of the products and the potential energy of the reactants
Created by: Jalisa.bland
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