Lecture 1 - Equillibria, Transition States & Rates Flashcards

1
Q

Change In Free Energy

A

The dG for the reaction is the difference in free energy between the intial and final states

  • The free energy of the initial state is the sum of standard molar free energies of the reactants
  • The free energy of the final state is the sum of the standard molar free energies of the products

dG = GProducts - GReactants

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2
Q

Relation Of dG To Equillibrium Constant (K)

A

dG = -RTln(K)

Where K is defined as the concentration of the products over the concentration of the reactants

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3
Q

Exergonic Reaction

A

If Change In Standard Reaction Gibbs Energy Is < 0 Then K > 1 Which Means That PRODUCTS Are Dominant At Equillibrium. This Type Of Reaction IS Thermodynamically Stable And Is Termed EXERGONIC

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4
Q

An Endergonic Reaction

A

If Change In Standard Reaction Gibbs Energy Is > 0 Then K < 1 Which Means That REACTANTS Are Dominant At Equillibrium. This Type Of Reaction Is NOT Thermodynamically Stable And Is Termed ENDERGONIC

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5
Q

Equillibrium Constant At 298K & Percentage Of Product At Equillibrium

A
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6
Q

If 0 < K < 1 Then Where Does The Equillibrium Lie

A

To The Left

i.e Towards Reactants

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7
Q

If K > 1 Where Does The Equillibrium Lie

A

To The Right

i.e Towards The Products

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8
Q

The Transition State

A

The point of highest energy on the reaction co-ordinate / energy diagram

The minimum amount of energy needed to reach the transition state is refered to as the activation energy

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9
Q

Convention For Charges When Drawing Transition States

A

The convention is to draw partal +ve or -ve on atoms with the understanding that the partial charges add up to th total charge of the products or reactants

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10
Q

Rate Equation For A Bimolecular Reaction Of A + B ⇒ Products

A

Rate = k[A][B]

k = Rate constant in dm3 mol-1 s-1

Rate Is in mol dm-3 s-1

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11
Q

Relation Of Rate Constant To Temperature

i.e Arrhenius Equation

A

k = Ae(-Eact/RT)

Where A is The Pre-Exponential Factor And Has the Same Units As The Rate Constant

What this equation shows is that the rate of reaction is very sensitive to the height of the energy barrier

  • The bigger the barrier the slower the reaction
  • The smaller the barrier the quicker the reaction
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12
Q

Definition Of Equillibrium

A

The definition of equillibrium means that the forward rate is equal to the backwards rate:

k1[F-][CH3I] = k-1[I-][CH3F]

Which if we rearrange then we can associate the rate constants (k1 & k-1) with the equillibrium constant (K)

k1/k-1 = [I-][CH3F] /[F-][CH3I] = K

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13
Q

Principle Of Microscopic Reversability

A

This means that the transition state for the back reaction will be exactly the same as the forward reaction

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14
Q

Initial & Final States As Vibrational Energy Diagrams

A

most energy diagrams are represented as single enrgy levels for the inital and final states however in reality the molecules have vibrational energy and will populate the lowest few energy levels of the vibrational potential energy well

The transition state occurs at a distance along the reaction co-ordinate where the parabolas for vibration along the reaction co-ordinate of reactants and products intersect

The energy of the transition point will be lower than the intersection point because a bond is being made at the same time as one is being broken

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15
Q

Hammond’s Postulate

(Definition)

A

If two states occur consecutively during a reaction and have nearly the same energy content, their interconversion will involve only a small reorganisation of molecular structure.

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16
Q

Hammonds Postulate Basis

A

As reactions increase in exothermicity, the potential energy wells for reactants and products will intersect increasingly near to the reactants and the activation energy will get smaller

  • This implies that EXOTHERMIC reactions will have EARLY REACTANT LIKE transition states
  • Implies that ENDOTHERMIC reactions will have LATE PRODUCT LIKE transition states
17
Q

Early Reactant Like Transition State & Late Product Like Transition State

A
18
Q

Early Reactant Like Transition State

(Addition Of Grignard Reagent To A Ketone)

A

Since this is an exothermic reaction then hammonds postulate states that the transition state will look more like that of the reactants (the ketone) than the product alkoxide

The reaction co-ordinate for this reaction is taken to be the reciprocal (reciprocal so that it increases during the reaction) of the R- - -C=O bond

19
Q

Late Product Like Transition State

(Enolisation Of A Ketone)

A

The free energy diagram can be drawn by using the reciprocal of the C—-H bond distance as a reaction co-ordinate

In the transition state the C-H and C=O bond will be mostly broken and the O-H and C=C π bond will be mostly formed

20
Q

Hammond’s Postulate With Aromatic Electrophillic Substitution

A

There are two transition states for this reaction TS1 on the way to the intermediate and TS2 on the way to the product.

The rate of the overall reaction is determined by the energy of TS1 relative to benzene i.e the height of the first barrier

21
Q

Kinetic Control

A

This means that the product obtained is the one that is formed the fastest

In the digram below B is less stable than C, but is formed faster because the energy barrier leading to it is smaller

22
Q

The Ratio Of Concentrations Of B & C At Any Point During The Reaction For Two Competing Reactions:

A ⇒ B

A ⇒ C

C is More Stable Than B, But The Energy Barrier (Activation Energy) Leading To B Is A Lot Smaller Than That Leading To C

A