B5 Energetics II Flashcards

(41 cards)

1
Q

Define Lattice Enthalpy

A

Enthalpy change that occurs with the formation of 1 mole of an ionic lattice from gaseous ions

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2
Q

What is atomisation

A

Formation of 1mol of gaseous atoms from their elements

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3
Q

Atomisation equation for iodine

A
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4
Q

What is electron affinity

A

Formation of 1mol of gaseous anions from atomised elements and electrons

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5
Q

First electron affinity of chlorine equation

A
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6
Q

When must data be multiplied by 2 in a Born-Haber Cycle

A

When the product has a molar mass of two

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7
Q

When calculating lattice enthalpy from a Born-Haber Cycle, how should the equation be structured

A

With enthalpy of formation of the left-hand side of the equation, and the route on the right

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8
Q

Going clockwise round a Born-Haber cycle, what is the order of the processes

A
  • Atomisations
  • Ionisations
  • Electron Affinities
  • Lattice Enthalpy
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9
Q

What must be remebered with electrons in Born-Haber Cycles

A

The electrons produced by ionisation energies, are used in the affinities

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10
Q

Define Enthalpy Change of Solution

A

Dissolving of one mole of a solute in water

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11
Q

Define Enthalpy Change of Hydration

A

Dissolving one mole of gaseous ions in water, to form aqueous ions

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12
Q

Draw a solution enthalpy cycle, with general terms

A
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13
Q

Draw a solution enthalpy cycle, for sodium chloride

A
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14
Q

What is the affect on deltaT, and the enthalpy change of solution, when the volume of water in an experiment is doubled

A
  • deltaT will half, as the same ammount of energy is transferred to double the volume of water
  • Enthalpy of solution stays the same as the ratio of energy releases: moles, is the same, and so the same energy is released per mole
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15
Q

What is the affect on deltaT, and the enthalpy change of solution, when the mass of the solid is doubled

A
  • deltaT will double, as double the ammount of energy is being transferred to the same volume of water
  • Enthalpy of solution stays the same, as the ratio of energy released: moles, is the same, and so the same ammount of energy is released per mole
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16
Q

How does a greater ionic radius affect the attraction to ions

A

Weaker attraction to ions

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17
Q

How does a smaller ionic radius affect the attraction to ions

A

Stronger attraction to ions

18
Q

How does a greater ionic charge affect the attraction to ions

A

Stronger attraction to ions

19
Q

How does a smaller ionic charge affect the attraction to ions

A

Weaker attraction to ions

20
Q

Explaination of comparing two lattice enthalpies with different ionic radii

A
  • Lattice enthalpy of X is more exothermic than Y
  • As ion X is smaller, so has a smaller ionic radius
  • Therefore attraction to Z- ions are stronger
  • So more energy is needed to break ionic bonds between ions
21
Q

Explaination of comparing two lattice enthalpies with different ionic charge

A
  • Lattice enthalpy of X is more exothermic than Y
  • As X has a 2+ charge, compared to Y which has a 1+ charge
  • X has a greater ionic charge
  • Therefore attraction is stronger to Z- ions
  • So more energy is needed to break ionic bonds between ions
22
Q

Define entropy

A

The term used to describe the dispersal of energy (disorder) within the chemicals making up the chemical system

23
Q

Describe and explain how entropy changes from (s) to (l) [or (l) to (g)]

A
  • Entropy increases
  • As disorder increases
  • As liquid particles have more disorder than solid particles
24
Q

Describe and explain how entropy changes from (l) to (s) [or (g) to (l)]

A
  • Entropy decreases
  • As disorder decreases
  • As solid particles have less disorder than liquid particles
25
Describe and explain how entropy changes when there are more moles of gas a products
* Entropy increases * As disorder increases * As more more gaseous molecules are produced
26
Describe and explain what happens to entropy when there are less moles of gas in the products
* Entropy decreases * As disorder decreases * As less gaseous molecules are produced
27
Equation to calculate deltaS
28
Unit for entropy
Joules (J)
29
Units for deltaS
J K(-1) mol (-1)
30
Gibb's Free Energy Equation
31
What is crucial to do when calculating Gibb's Free Energy
Always divide deltaS by 1000, so that it is in kJ
32
What must be done when calculating Gibb's free energy with the units
Divide deltaS by 1000 so it is in kJ
33
Why must deltaS be divided by 1000 when using it in Gibb's Free Energy equation
As deltaG is in kJ, and deltaS is in J
34
Units for deltaG
kJ mol(-1)
35
When is a reaction feasible
When deltaG is equal to/below zero
36
When does the feasibility of a reaction change
When deltaG = 0
36
Describe and explain how increasing temperature affects feasibility
* Feasibility increases, as temperature increases * As **-T**delta**S** becomes more negative than deltaH * So deltaG decreases
37
Explain how Gibb's Free Energy is related graphically
38
Draw a graph and annotate where: * Point where feasibility changes * deltaH * What the gradient represents
39
What is the gradient when Gibb's Free Energy is graphical
**-** deltaS
40
Why despite a reaction being feasible, will the reaction not occur
* The activation energy for the reaction is too high * Rate of the reaction is too slow