Biochem 1B - Biological Catalysis

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Last updated 1:46 PM on 5/8/26
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77 Terms

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what can we see from thermodynamics

By looking at thermodynamics we can see if the reaction is feasible. Can see its exothermic and find the entropy and enthalpy and work out the Gibbs free energy to see if the reaction is spontaneous or not (if it can happen or not)

Thermodynaics tells us whether it can happens

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what does kinetics tell us

Kinetics tells us how fast that reaction occurs

spontaneous doesnt mean fast!

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why is kinetics important

Many important processes involve kinetics

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what do we mean by rate

The rate of a reaction tells us how fast the reaction occurs.

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how do we calculate rate

Proportional to the concentration of the species

Rate = ΔC / ΔT

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what will

Rate = ΔC / ΔT give us

But this gives us a curved line not a straight line so a better way to do this is differentiation. Differentiating this line will give us a gradient, the gradient will be our rate of reaction

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what does differentiation do

Differentiation allows the gradient of a line to be measured at any particular point

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how do we solve differentiation

y = ax^b

dy/dx = a(b)x^b-1

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how do we calculate instantaneous rate

Rate (v) = d[concentration]/dt

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units of concentration

Concentration can be measured in many different units. E.g. mol dm-3, mg ml-1, molecules ml-1, Torr(pressure for a gas).

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units of rate

Units of rate are concentration/time.

mol dm-3 s-1

mg ml-1 min1

molecules ml-1 min-1

Torr s-1

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relating rate to the stoichiometric coefficient

Define the rate with the stoichiometric coefficients, 𝜈𝐴:

Always define the rate of a reaction with a stoichiometric coefficient (number in front of the molecule), if its on the products side its positive if its on the reactant side its negative

<p>Define the rate with the stoichiometric coefficients, 𝜈𝐴:</p><p>Always define the rate of a reaction with a stoichiometric coefficient (number in front of the molecule), if its on the products side its positive if its on the reactant side its negative</p>
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what is rate law

Rate laws express the relationship between rates and concentrations in reactions.

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rate law calculation

k is the rate constant. It depends on the temperature and other factors.

n + m is the order of the reaction. m is the order with respect to A, n is the order with respect to B.

Units of k depend on the order of the reaction

<p>k is the rate constant. It depends on the temperature and other factors.</p><p>n + m is the order of the reaction. m is the order with respect to A, n is the order with respect to B.</p><p>Units of k depend on the order of the reaction</p>
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can the rate law be predicted from equations

The rate law cannot be predicted from the stoichiometric equations - it must be determined experimentally, or predicted theoretically

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importance of rate laws

Rate laws help predict reaction rates and understand reaction mechanisms.

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what types of order reactions have distinct rate laws

Zeroth, first, and second order reactions have distinct rate laws.

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what is first order with respect to a reactnat

if we double concentration it will double the rate

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what is second order with respect to a reactant

if we double the reaction it will x4 the rate

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what is zeroth order with respect to a reactant

doubling the concentration will have no effect on the rate

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what is a first, second and zeroth order reaction

sum of the order with respects to the reacants are 1, 2 or 0

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simple rate laws

0th order: d[A]/dt = -K0[A]^0

1st order: d[A]/dt = -K1[A]^1

2nd order: d[A]/dt = -K2[A]^2

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what is really important in simple rate laws

Units are really important

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what are the units of the rate constant depend on

The units of the rate constant depend on the order of the reaction

0th conc. time-1

2st time-1

conc.-1 time-1

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what are rate laws

Rate laws are differential equations that describe the rate of change of a reactant or productconcentration with time.

We can solve these equations to find out how the concentration of the reactant or product changes as a function of time using integration

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what does integration allow

Integration allows the determination of concentration changes over time in reactions.

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straight line gtaph

y = mx + c

Where m is the gradient, and c is the y-intercept

If we can rearrange an equation into this form, it's easy to find the values of m and c graphically

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In the case of simple rate laws, if given [A] vs. t, do the following

1. Plot [A] vs. t If linear: 0th order, gradient = -k0th

2. Plot ln[A] vs. t If linear: 1st order, gradient = -k1st

3. Plot 1/[A] vs. t If linear: 2nd order, gradient = k2nd

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what happens as rate laws becomes more complex

As rate laws become more complex, it becomes difficult to integrate them by hand.

Can involve multiple concentrations, and so sometimes not even possible

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more complex second order reaction

[A] = [B] at time zero tso that is the case at all times to rate law becomes:

d[A]/dt = -k2nd[A]^2

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how can we solve complex rate laws

Isolation Method and Differential Method

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what is the isolation method

The isolation method involves varying reactant concentrations to determine rate constants.

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what is the differential method

Differential methods analyze the rate of change of reactants and products over time.

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what is half lives

Another way of determining the orders.

The half life, t1/2, is the time it takes for the concentration of a specific reagent to fall to half of its originalvalue.

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how can half lives be used

he half lives can be used to determine the rate constants

or simple reactions, they can be used to predict the order:

Zeroth order: life gets shorter as the reaction proceeds.

First order: Half-life is constant.

second order: successive half lives double

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what happens in a chemical reaction

All chemical reactions involve the breaking/making of bonds

This is the result of electrons moving from one molecular orbital to another

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how can we calculate the energy of all the electrons

Using molecular orbital (MO) theory

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what is MO theory

Quantum theory can be utilized to calculate the energy of a system and how it varies with different nuclear arrangements

When atoms A and B are distant, the energy is the sum of the energies of A and B.

The energy changes as the molecules approach each other, depending on the arrangement of all atoms in the system.

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what does a potential energy surface do

The energy changes as the molecules approach each other, depending on the arrangement of all atoms in the system.

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what is the transition state

The transition state (≠) exists at the potential energy maximum.

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what is the activation energy

The activation energy (𝐸𝑎) is the difference in energy between the transition state and the reactants. (Transition state is the highest energy point on the lowest energy pathway)

It is the energy required for the reaction to occur- needed to break bonds

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collision theory

One way of understanding reactions is to assume that they take place when molecules collide

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what is wrong with collision rate

he reaction rate is found to be lower than the collision rate.

This is because of the activation energy.

Not only must the molecules collide, but they must collide with enough energy to overcome the energybarrier for the reaction

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what is the Maxwell-Boltzmann distribution

Maxwell-Boltzmann energy distribution curves give the distribution of kinetic energy of the particles at agiven temperature.

The highest point represents the most probable energy of the particles.

It only applies to gases, but the idea can also be applied to liquids

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The fraction of molecules having enough energy to overcome the energy barrier and reach the transitionstate can be calculated:

probability = exp(-Ea/RT)

Where R is the gas constant, and T is the temperature in Kelvin

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how do we calculate overall rate using collision rate and energy requirement

Rate =Zexp(-Ea/RT)

This is the successful number of collisions in terms of molecules per unit time per unit volume

Therefore, per mole:

v= Z/Na exp(-Ea/RT)

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Temperature dependence of the rate constant

Experimentally, it has been found that many rate constants are found to vary according to the Arrheniusequati

k(T) = Aexp(-Ea/RT)

Where A is the pre-exponential factor, which is often found to be independent of temperature, or at least only weakly dependent on temperature

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Comparison between experiment and theiry

p = Aexperiment/A collision theory

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what are elementary reactions

Elementary reactions are basic building blocks of a reaction involving a small number of molecules

eg. H + Br2 --> HBr + Br

These reactions cannot be broken down further and are the fundamental steps in a reaction.

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what is molecularity in elementary reactions

Molecularity refers to the number of molecules involved in an elementary reaction.

It can be unimolecular (involving 1 molecule) or bimolecular (involving 2 molecules).

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is it different from the overall order of a reaction

Molecularity is different from the overall order of the reaction.

Molecularity refers to the number of molecules or atoms that must collide to produce a reaction, while the overall order of the reaction is the sum of the powers to which the concentrations of the reactants are raised in the rate law equation

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rate laws for elementary

Rate laws can be defined for elementary reactions

Unimolecular reactions are first order with respect to the reactant

Bimolecular reactions are second order with respect to the reactants.

<p>Rate laws can be defined for elementary reactions</p><p>Unimolecular reactions are first order with respect to the reactant</p><p>Bimolecular reactions are second order with respect to the reactants.</p>
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how can the rate law be written/determined

Rate laws for elementary reactions can be directly determined by inspecting the stoichiometric equation.

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Rate Equations for Consecutive Reactions

In consecutive reactions with an intermediate, rate equations can be written for each species.

(remember + if being formed and - if we are losing it)

<p>In consecutive reactions with an intermediate, rate equations can be written for each species.</p><p>(remember + if being formed and - if we are losing it)</p>
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sequential first order reactins

In sequential first order reactions, the rate determining step is the one with the smallest rate constant.

The overall rate of production is dependent on the rate of the slowest step

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pre-equilibrium hypothesis

In many reactions, species involves in rate determining step are in equilibrium with the reagents:

The rate of the backward process is much faster than the forward process, leading to an equilibrium state

<p>In many reactions, species involves in rate determining step are in equilibrium with the reagents:</p><p>The rate of the backward process is much faster than the forward process, leading to an equilibrium state</p>
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rate reaction for pre-equilibrium

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how to calculate a pre-quilibrium

1. Write out equilibrium constant

2. Write out how the reaction occurs to form the product

3. Substitute your intermediate into that reaction

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what does the steady state approximation do

Steady State Approximation (SSA) simplifies solving differential equations by assuming constant concentration of intermediates

Used when the reaction involves intermediates at a constant concentration, termed 'in the steady state'

<p>Steady State Approximation (SSA) simplifies solving differential equations by assuming constant concentration of intermediates</p><p>Used when the reaction involves intermediates at a constant concentration, termed 'in the steady state'</p>
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what does the SSA simplify

The steady state approximation simplifies solving the differential equations (it removes the timedependence for the intermediates)

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solving SSA

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limitations of SSA

SSA simplifies solving rate equations but must be applied carefully

Not suitable for intermediates that decay or accumulate during a reaction

Primarily used for high energy reactive intermediates

Rate laws derived using SSA are valid only after the reaction reaches steady state, not at the reaction's start

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how to solve SSA recipe

1. Write down SSA for reactive intermediates.

2. Solve steady state equations to give concentrations of intermediates in terms of reactantsand products

3. Write equation for overall rate using solved SSA equations

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what are enzymes

Enzymes are biological catalysts that speed up chemical reactions.

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features of enzymes

Highly efficient and selective in catalyzing reactions

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enzyme specificity

Enzymes are highly specific in terms of reactions they catalyse and substrates they work with

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how do enzymes work

Enzymes work by lowering the energy of the transition state of the reaction. I.e. they stabilise the transition state (if anything is stabilised they lower the energy).

<p>Enzymes work by lowering the energy of the transition state of the reaction. I.e. they stabilise the transition state (if anything is stabilised they lower the energy).</p>
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what do enzymes form

Enzymes form an 'Enzyme Substrate' complex where the substrate binds to the enzyme's active site

This has catalytic groups which form non-covalent interactions to stabilise the transition state (lowerits energy)

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what is the active sites shape

The active site is Complimentary shape to the substrate

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lock and key hypothesis

The active site is a "cleft" in the enzyme. It usually only makes up a small fraction of the protein- the rest of the structure acts as scaffolding.

It has a very precise three-dimensional structure that gives it the high specificity for reactions and substrates.

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what other type of fit can an enzyme have

an induced fit

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SSA for enzyme reactions

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overall rate equatin for enzyme reactions

𝑉 = 𝑘2[𝐸𝑆]

<p>𝑉 = 𝑘2[𝐸𝑆]</p>
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what is the fastest rate equation

Vmax = k2[E]T

<p>Vmax = k2[E]T</p>
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lineweaver-burke plot

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equation if given V vs substrate concentration

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intepretation of values KM, Vmax

KM is the concentration at which half the active sites are filled- i.e. half the rate!

A high KM value represents a weak binding- need higher [S] to occupy half the active sites. A low KM means strong binding.

Vmax is the maximum rate for the reaction- this is the "turnover" number of the enzyme