Extent and Rate of Reaction 1 Flashcards

1
Q

What does molecular motion give insight into?

A
  • The transfer of energy and variation of pressure
  • Collision frequency
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2
Q

What do transport properties allow us to understand?

A

How molecules move through phases:
- Ionic movement
- Effect of viscosity
- Diffusion

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3
Q

What is the movement of molecules in solid form treated as?

A

A vibration about mean lattice position

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4
Q

State the ideal gas equation.

A

PV = nRT

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5
Q

What are the four principles of explaining behaviour of an ideal gas?

A
  • A gas is made of a very large number of molecules so small compared to the distances between them
  • The molecules are in constant, rapid, straight line motion, colliding frequently
  • Collisions are perfectly elastic - no kinetic energy is lost or gained during collision - do not exert any attractive or repulsive forces on each other
  • The average kinetic energy is proportional to temperature (K)
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6
Q

What is the speed of molecules proportional to?

A
  • The temperature and inversely proportional to the molecular mass
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7
Q

What is collision frequency proportional to?

A
  • Temperature at constant volume and to pressure at constant volume
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8
Q

What is viscosity?

A

For a molecule to move it requires energy to escape its neighbour

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9
Q

When does viscosity decrease?

A

With an increase in temp. as molecules have more kinetic energy

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10
Q

Describe ionic movement.

A
  • Ions move through a solvent by the application of a potential difference
  • Resistance is used to ionic motion and inverse of conductance
  • Motion of an ion remains random but the application of an electric field biases its motion and subsequent migration through solution
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11
Q

When does conductance decrease and increase?

A
  • Conductance decreases with length and increases with cross sectional area of a medium
  • Conductance increases with an increase in the number of ions present, Molar conductivity,
    Lm = k/c
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12
Q

What are ion channels?

A

Highly selective proteins that move ions down a potential gradient driven by the hydrolysis of ATP

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13
Q

Give the thermodynamic definition of diffusion.

A

A force that represents the spontaneous tendency of molecules to disperse to a situation of greater disorder

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14
Q

What does Fick’s law state?

A
  • Diffusion is greater when the concentration varies steeply with position
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15
Q

Define phenomenological diffusion.

A
  • Diffusion is the movement of a substance from a region of high concentration to one of low concentration without bulk motion
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16
Q

Define atomistic diffusion.

A
  • Random walk of molecules, not so random, molecules are propelled by collisions in high
    concentration areas
17
Q

Define kinetic energy.

A

Energy that an object possesses because of its motion

18
Q

Describe how energy in a molecule is distributed.

A
  • Rotation is the movement of a molecule about an axis
  • Translation is the movement from one place to another
  • Vibration is the motion of one atom in relation to another within the molecule
19
Q

Which motion is only allowed for molecules in the solid state?

A

Vibration

20
Q

Why do we need to know about the movement of molecules?

A
  • To assist in understanding reaction mechanisms
    and optimise synthetic reactions
  • Improve yield
  • Speed up processes
  • Minimise by-products
  • Predict or extend shelf-life
  • e.g. aspirin hydrolysis is pH dependant
21
Q

Describe the mechanism of breathing.

A
  • Lungs expand, increase in volume in alveoli causes a partial vacuum and a pressure gradient
  • Get a bulk flow of air down the pressure gradient
  • Air arriving in the lungs has a high molecular O2 concentration
    than the blood in the capillaries surrounding the alveoli
  • See diffusion of O2 molecules down this concentration
    gradient into the blood
22
Q

Describe rate of reaction.

A
  • the greater the number of collisions, the faster the reaction
  • the smaller the activation energy, the greater the number of collisions with sufficient energy to react
  • Molecules need to be in the correct orientation
23
Q

How to calculate rate of reaction?

A

rate of reaction = (number of collisions per unit time) x (fraction with sufficient energy) x (fraction with appropriate orientation)

24
Q

State and describe the factors that affect rate.

A
  • Physical state – reactants have to be in the same phase i.e. dissolved.
  • Concentration – increasing concentration increases frequency of collision
  • Temperature – increasing the kinetic energy of the atoms and the frequency of collisions provides an increase in the number of collisions with sufficient energy to exceed the activation barrier.
  • Catalysts – No effect on overall energies, catalyst effects the activation energy
25
Q

Give the rate equation?

A

Rate = k[A]^n[B]^m
- n is the order of the reaction with respect to A
- m is the order of reaction with respect to B
- (n+m)

26
Q

State the effect of temp. on reaction rates.

A
  • The rate constants increase with temp.
27
Q

State the Arrhenius equation.

A

k = Ae^ -Ea/RT
- k is the rate constant (sec-1)
- A the frequency factor, representing the number of collisions occurring with the correct orientation to react
- e^-Ea/RT represents the fraction of collisions with the minimum energy to react
- where Ea is the activation energy (kjmol-1)
- R is the universal gas constant (8.314x10-3 kjmol-1K-1)
- T is temperature (K)

28
Q

Describe the effect of catalysts upon reaction rates.

A
  • A catalyst participates in the reaction but is not consumed by it
  • The stability of reactants and products does not change from the un-catalysed reaction
  • A catalyst increases the rate of a reaction as it modifies the reaction energy pathway, such
    that ΔG‡ is smaller
29
Q

What are the three ways catalysts increase the rate of reaction?

A
  • Activate the reactant TM chemistry
  • Stabilise (and reduce energy of) transition state
  • Different reaction mechanism
30
Q

How can we measure the rate of reaction?

A
  • Follow the concentration of a component of the reaction, a reactant, as a function of time
  • Decrease in reactant concentration
  • Increase in product concentration
    A + B → C
    Rate =−ΔA/Δt =−ΔB/Δt =−ΔC/Δt