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Hour exam 106

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Hour exam- 10/6 ... at 9:15 due to a time conflict will sit in the front row of the auditorium. ... You will be provided with a periodic table and a table ... – PowerPoint PPT presentation

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Title: Hour exam 106


1
Hour exam- 10/6
  • -Please arrive at 830. Those who must arrive at
    915 due to a time conflict will sit in the front
    row of the auditorium.
  • -Please bring two pens or pencils AND a
    calculator
  • -You will be provided with a periodic table and a
    table illustrating the activity series as well as
    any important constants.
  • -Sections 1-4 will take the exam in 201 White
    Gravenor
  • -Everyone else will take the exam in 103 Reiss
    Science
  • -Those who must take the exam on Tuesday should
    report to my office (601 B Reiss Science). You
    will be taking the exam next door in my
    laboratory.
  • -The exam will end promptly at 1005. You will be
    asked at that time to put down your pencil.
    Working on your exam beyond that time will be
    considered an infraction of the Honor Code.

2
Enthalpies of Reaction
Recall from last time The change in enthalpy
for a reaction is ?H Hfinal Hinitial and is
equal to the heat transferred under conditions of
constant pressure. For a reaction, this means
?H enthalpy of reaction Hproducts
Hreactants Example 4 Fe(s) 3 O2 (g) ?
2 Fe2O3 (s) ?H -1644.52 kJ This an
exothermic reaction since the change is negative.
(The system loses energy to the surroundings.)
3
Enthalpies of reaction
  • It makes sense that if twice as many mols of
    reactant were used that twice as much heat would
    be released. This is correct, ENTHALPY IS AN
    EXTENSIVE PROPERTY.
  • It also makes sense that if the reaction were
    reversed that an equal quantity of energy would
    have to be transferred from the surroundings to
    the system in the re-formation of reactants. This
    is also correct. THE ENTHALPY CHANGE FOR THE
    REVERSE REACTION IS EQUAL IN MAGNITUDE, BUT OF
    THE OPPOSITE SIGN.
  • Finally, since heat would have to be added to
    the reactants to form iron(II) oxide from liquid
    iron metal, that would mean that the change in
    enthalpy would be different. THE ENTHALPY CHANGE
    FOR A REACTION DEPENDS ON THE PHYSICAL STATE OF
    THE REACTANTS AND PRODUCTS.

4
Enthalpies of Reaction
  • Enthalpy is an extensive property
  • If the enthalpy change for
  • 2 H2 (g) O2 (g) ? 2 H2O (g)
  • is -483.5 kJ, then the enthalpy change for
  • 4 H2 (g) 2 O2 (g) ? 4 H2O (g)
  • is 2 x (-483.6 kJ) or -967.2 kJ

5
Enthalpies of Reaction
  • The enthalpy change for the reverse of a reaction
    is equal in magnitude, but of the opposite sign.
  • If the enthalpy change for
  • 2 H2 (g) O2 (g) ? 2 H2O (g)
  • is -483.6 kJ, then the enthalpy change for
  • 2 H2O (g) ? 2 H2 (g) O2 (g)
  • is (483.6 kJ) or 483.6 kJ

6
Enthalpies of Reaction
  • The enthalpy change for a reaction depends on the
    physical state of the reactants and products.
  • If the reaction between hydrogen and oxygen
    gas is written to give water as a liquid, there
    must have been additional heat lost by the system
    in order to condense the water. This shows up as
    an increase in the enthalpy of reaction.
  • 2 H2 (g) O2 (g) ? 2 H2O (g) ? H -483.6
    kJ
  • 2 H2 (g) O2 (g) ? 2 H2O (l) ? H -571.6 kJ

7
Hesss Law
  • In the reactions describing the formation of
    water from hydrogen and oxygen gas, the ? H
    values must differ by the amount of heat
    associated with condensing 2 moles of water from
    the gaseous to the liquid state. We can find the
    amount of heat by looking at the chemical
    equation that describes the reaction producing
    H2O (l) as the sum of two equations
  • 2 H2 (g) O2 (g) ? 2 H2O (g) ? H -483.6 kJ
  • 2 H2O (g) ? 2 H2O (l) ? H ?
  • 2 H2 (g) O2 (g) ? 2 H2O (l) ? H -571.6 kJ

8
Hesss Law
  • 2 H2 (g) O2 (g) ? 2 H2O (g) ? H -483.6 kJ
  • 2 H2O (g) ? 2 H2O (l) ? H ?
  • 2 H2 (g) O2 (g) ? 2 H2O (l) ? H -571.6 kJ
  • This means that the enthalpy change for the
    condensation step must be
  • ? H 571.6 (483.6 kJ) 88.0 kJ
  • This is an example of the application of Hesss
    Law
  • If a reaction is carried out in a series of
    steps, ? H for the reaction will equal the sum of
    the enthalpy changes for the individual steps.

9
Hesss Law
  • Example
  • If the following enthalpy changes are given
  • NO(g) O3 (g) ? NO2 (g) O2 (g) ? H -198.9
    kJ
  • O3 (g) ? 3/2 O2 (g) ? H -142.3 kJ
    O2 (g) ? 2 O (g) ? H 495.0 kJ
  • What is the change in enthalpy for the following
    reaction?
  • NO(g) O (g) ? NO2 (g)

10
Hesss Law
  • NO(g) O3 (g) ? NO2 (g) O2 (g) ? H -198.9
    kJ
  • O3 (g) ? 3/2 O2 (g) ? H -142.3 kJ
    O2 (g) ? 2 O (g) ? H 495.0 kJ
  • Which reactions have the same reactants as our
    reaction in which we are interested? The first
    and the reverse of the third. Since we are
    reversing the third, we must change the sign of
    the ? H.
  • Will we need to multiply either reaction? Yes,
    the third reaction must be divided by 2 in order
    to yield 1 oxygen atom. This means we must divide
    the ? H for that reaction by 2.
  • The second reaction can be reversed to get rid of
    the extra reactants and products.

11
Hesss Law
  • OK as is NO(g)O3(g) ? NO2(g)O2(g) ?H -198.9
    kJ
  • Reverse O3 (g) ? 3/2 O2 (g) ? H -142.3
    kJ
  • Reverse x ½ O2 (g) ? 2 O (g) ? H 495.0
    kJ
  • NO(g)O3(g) ? NO2(g)O2(g) ?H 198.9 kJ
  • 3/2 O2 (g) ? O3 (g) ? H 142.3 kJ
  • O (g) ? ½ O2 ? H 247.5 kJ
  • NO(g) O (g) ? NO2 (g) ? H 304.1 kJ

12
Enthalpies of Formation
  • If we could somehow have a value of ?H for the
    reactions that correspond to the enthalpy change
    for the formation of each reactant and product
    from the constituent elements, it would be less
    like a puzzle to find ?H. ? Enthalpies of
    formation, ?Hf
  • These are defined as the enthalpy change for the
    reaction to form one mole of a given substance
    from the constituent elements in their standard
    state (the form in which they exist at 25ºC). The
    enthalpy of formation of elements in their
    standard states are defined as 0 kJ/mol.
    (Tabulated in Appendix C at the back of your
    book.)

13
Enthalpies of Formation
  • Example
  • NO(g) O (g) ? NO2 (g) can be broken down into
  • Rxn 1 ½ N2(g) ½ O2(g) ? NO (g) (must
    reverse)
  • Rxn 2 ½ O2(g) ? O(g) (must reverse)
  • Rxn 3 ½ N2(g) O2(g) ? NO2(g) (use as is)
  • ?Hoverall rxn -?H1 -?H2 ?H3
  • Note the ?Hf values for reactants are all
    reversed in sign while those for products are as
    tabulated. In general
  • ?Hoverall rxn S ?Hf,,products -S ?Hf,
    reactants
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