Horrocks L3 Flashcards

(29 cards)

1
Q

What is the Arrhenius law

A

The Arrhenius Law describes the relationship between the rate constant k of a chemical reaction and the temperature T

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2
Q

Describe the Arrhenius law graph

A

Plot of lnk against 1/T
The gradient of this like is -Ea/R
The intercept on the graph is ln A
Straight line with negative gradient

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3
Q

What do two molecules need when they collide

A

when two molecules collide they need an energy Ea to overcome the activation barrier

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4
Q

What is the activation energy supplied by in colliding molecules

A

the activation energy is supplied by the relative relocate of the colliding molecules
1/2mvrel^2 >/= Ea

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5
Q

Describe how many molecules have sufficient kinetic energy

A

only a small fraction of molecules have enough kinetic energy according the the maxwell Boltzmann distribution

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6
Q

What does the number of collisions per second depend on

A

Depends on the number density of reactants
The mean relative speed of reactants
The collision cross section σ

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7
Q

What is the collision density of AB denoted by

A

ZAB

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8
Q

What are the units for collision density

A

m-3s-1

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9
Q

Define collision density

A

The collision density is the number of molecular collisions per unit volume per unit time.

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10
Q

What is the basic collision theory expression for the rate

A

rate = amount of A:B collisions per second x chance of a reactive collision

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11
Q

What equation do we use to estimate the rate of reaction for a bimolecular reaction. Also known as collision theory equation

A

rate = Pσ √(8KbT/πµ) Na[A][B] x e^(-Ea/RT)

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12
Q

what is P

A

Steric factor

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13
Q

What can collision theory not predict

A

the activation energy is not predicted by collision theory

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14
Q

What does collision theory correctly predicted

A

correctly predicts the form of the temperature dependence of rate constants. The pre-exponentially factor is also predicted by collision theory

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15
Q

Why do we need to use a steric factor

A

we need to take into account how the geometric requirement affect the rate. The steric factor assumes only a fraction of collisions occur with the correct geometry

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16
Q

Describe the harpoon mechanism in the reaction:
K + Br2 -> KBr + Br

A

The K atom is on a path to miss the Br2 molecule but manages to transfer an electron as it passes. This forms K+ and Br2- which then attract electrostatically pulling them into a reactive encounter

17
Q

How do we calculate the change in energy upon electron transfer in the harpoon mechanism

A

∆E = I - Ea - (e^2/4πϵ0R)
I- ionisation energy
Ea - activation energy
R* - electron transfer distance

18
Q

How do we calculate the steric factor P

A

P = σ∗/σ = e^4/(4πϵ0d(I-Ea))^2
σ∗ - reactive cross section
d - collision diameter

19
Q

What is the problem with unimolecular reactions

A

Unimolecular gas phase reactions often obey Arrhenius’ Law. We explained Arrhenius’ Law in terms of the requirement to obtain an activation energy by collision. If there’s a collision, why is the reaction not second order?

20
Q

what is the solution to the problem of unimolecular reactions

A

partial solution - lindemann mechanism

21
Q

Explain the lindemann mechanism

A

explains why some reactions, expected to be unimolecular actually exhibit second-order kinetics in certain conditions. The presence of a third body molecule, which helps activate the reactant, makes the reaction rate depend not just on the concentration of the reactant but also on the concentration of the third body.

22
Q

What does the higher the value of p (steric factor mean)

A

a greater fraction of molecular collisions have the correct orientation to lead to a successful reaction

23
Q

How do we calculate the unimolecular rate constant at energy E

A

K1(E) = (1- (E/E)) ^(S-1)
E
- threshold energy needed to break a bond
S - number of vibrational degrees of freedom

24
Q

What is a potential energy surface

A

A Potential Energy Surface is a tool that maps the potential energy of a system as a function of its atomic positions.

25
Describe an attractive potential energy surface
Attractive surface: reaction proceeds more readily with energy as translational energy
26
Describe an repulsive potential energy surface
repulsive surface: reaction proceeds more readily with energy as vibrational energy
27
Describe the effect that attractive surfaces have on chemical reaction dynamics
Attractive surfaces encourage bond formation and stability, making reactions more likely to proceed smoothly toward a lower-energy state.
28
Describe the effect that repulsive surfaces have on chemical reaction dynamics
Repulsive surfaces create energy barriers that must be overcome for the reaction to proceed, and they can slow down or inhibit reactions by preventing close contact between reactants.
29
Which factors affect the steric factor
molecular orientation Collision geometry Size Bonding and flexibility Steric hinderance