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Heat in Chemical Reactions

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Title: Heat in Chemical Reactions


1
Heat in Chemical Reactions
  • Enthalpy

2
Measuring Heat Energy
  • 1 calorie is amount of heat energy to raise the
    temperature of 1 g water 1 deg. Celsius
  • 1 Cal 1000 cal 1 cal 4.184 J
  • Convert 15 J to calories.
  • How many kJ are stored in a 250. Cal (note BIG
    C) candy bar?

15 J X
1 cal 4.184 J
3.6 cal (2 sf like the measure)
250 Cal X 4.184 kJ 1050 kJ
1 Cal
3
Temperature
  • Measures average kinetic energy of matter
  • Kinetic energy energy of motion
  • Temperature actually measures how fast particles
    are moving

4
Celsius (oC)
  • Metric system based on water
  • Normal Freezing point 0 oC
  • Normal Boiling point 100 oC

5
Kelvin (K)
  • SI unit based on Absolute Zero
  • Absolute zero temperature where all motion
    stops (lowest possible temperature)
  • Absolute zero 0 K - 273 oC

6
Remember Temperature Conversions
  • oC ? K ADD 273
  • Ex. What is the freezing point of water in
    Kelvin? Boiling point?
  • K ? oC SUBTRACT 273
  • The boiling point of argon is 87 K. What is the
    boiling point of argon in oC?

0 C 273 273 K is freezing pt. 100 C 273
373 K is boiling pt
87 K-273 -186 C is boiling pt. of argon
7
What is exothermic? endothermic?
  • Initial T Final T ? T
  • Low higher
  • High lower -

8
Endothermic
  • Heat is GAINED or ABSORBED by the matter
  • ?H (positive value)
  • Observe decrease in Temperature because heat
    energy being converted to potential energy stored
    in bonds (surroundings lose heat to reaction
    products)

9
Exothermic
  • Heat is LOST or RELEASED
  • - ?H (neg. value)
  • Observe increase in Temperature because potential
    energy stored in bonds being released to the
    surroundings

10
Using Stoichiometry to calculate Enthalpy
  • All matter has heat energy. Breaking and making
    of bonds during reactions will release or absorb
    heat.
  • Enthalpy (?H ) Change in heat during a reaction
    due to breaking and making bonds
  • Calculated by ?H Hproducts -
    Hreactants

11
2 C6H6 15 O2 ? 12 CO2 6 H2O ?H -98.0
kJ
  • Is this reaction endothermic or exothermic?
  • Calculate the heat transferred by the combustion
    of 1.75 mol of benzene (C6H6).
  • Treat enthalpy like it is another ratio of the
    balanced equation.
  • So, just like you see 2 mole benzene makes 6
    moles water, 2 moles benzene contributes to 98 kJ
    heat produced!

Exothermic! Energy is released (neg. value tells
us that the products have less energy than the
reactants).
172 kJ 2
1.75 mol C6H6
X -98.0 kJ 2 mol C6H6
12
When heated, ammonium dichromate ((NH4)2Cr2O7)
decomposes into nitrogen, water, and chromium
(III) oxide (?H -315 kJ). Determine how
much heat is transferred for the production of
53.0 g of water.
(neg. means heat is product side)
(NH4)2Cr2O7 ? N2 4 H2 O Cr2O3 315
kJ
1. write a balanced equation
2. Convert g to moles (cant use balanced
equation with grams!)
3. Use stoichiometry (mole ratio from equation)
53.0 g H2O X 1 mol H2O 18.02 g H2O
X 315 kJ 4 mol H2O
232 kJ
13
CaO 3 C ? CaC2 CO ?H 464.8 kJ
Positive means endothermic!
  • How much heat is transferred when 100.0 g of
    carbon reacts with 50.0 g calcium oxide? Is the
    reaction endothermic or exothermic?

Which quantity limits the reaction? Many ways to
get the answer. Heres one
100.0 g C X 1 mol C X ( 464.8 kJ) 1290.
kJ 12.01 g 3mol C
50.0 g CaO X 1 mol CaO X ( 464.8 kJ) 414
kJ 56.08 g 1 mol CaO
This is less energy- the most possible with
these quantities of reactants.
14
Practice!
15
Determining ?H for Rxns(end of page/extra
handout)
  • We can calculate the enthalpy if we know the
    initial and final energy of the reactants and
    products using
  • ?H ?H products ?H reactants
  • The total enthalpy change is the enthalpy total
    of the products minus the enthalpy total of the
    reactants.

16
Example 1
  • How much enthalpy is produced or absorbed during
    the complete combustion of methane?
  • CH4 (g) O2(g) ? CO2 (g) H2O (g)

2
2
Hf -75 kJ/mol 2X (0 kJ/mol)? -393.5kJ/mol
2X(-242kJ/mol)
?Hreactants -75 0 kJ
?Hproducts -393.5 -484kJ
?H (-877.5kJ) - ( -75kJ) -802.5
kJ THIS IS EXOTHERMIC
1. Balance the equation.
2. Find the enthalpy of formation for each item
its phase substance in the given table.
3. Add the enthalpy of the products, add the
enthalpy of the reactants.
4. Subtract sum of reactants from sum of
products.
17
Practice!
18
Hesss Law
  • If a series of reactions are added together, the
    enthalpy change for the net reaction will be the
    sum of the enthalpy changes for the individual
    steps.
  • Whole sum of the parts
  • Or, path doesnt matter just the start and the
    end comparison!

19
Hesss Law Example
  • N2 O2 ? 2 NO ?H1 181 kJ
  • 2 NO O2 ? 2 NO2 ?H2 -113 kJ

N2 2 O2 ? 2 NO2 ?H total 68 kJ
Treat like these are algebraic equations If
something (a chemical formula) is the same on
the two sides of the arrows, they cancel out
Then, add the equations (including the enthalpy)
20
Rules of Hesss Law
  • If the coefficients of a rxn are multiplied by a
    factor, the ?H is multiplied by the same factor.
  • If the rxn is reversed, the sign of the ?H is
    reversed.

21
Example 2
  • The combustion of propene proceeds in 2 steps
  • CH2CHCH3 H2 ? CH3CH2CH3 ?H -124 kJ
  • CH3CH2CH3 5 O2 ? 3 CO2 4 H2O ?H -2220 kJ
  • Calculate the value of ?H for the combustion of
    propene into carbon dioxide and water.

22
Calculate the value of ?H for the combustion of
propene into carbon dioxide and water
  • CH2CHCH3 H2 ? CH3CH2CH3 ?H -124 kJ
  • CH3CH2CH3 5 O2 ? 3 CO2 4 H2O ?H -2220
    kJ

CH2CHCH3 H2 5 O2 ? 3 CO2 4 H2O ?H
-2344 kJ
23
Example 3
  • From the following enthalpy changes,
  • 2 PbO 2 SO2 ? 2 PbS 3 O2 ?H 827.0 kJ
  • PbO C ? Pb CO ?H 106.8 kJ
  • calculate the value of ?H when PbS reacts to
    form lead in the following reaction
  • 2 PbS 3 O2 2 C ? 2 Pb 2 CO 2 SO2
  • Is the reaction endothermic or exothermic?

24
Example 3
  • From the following enthalpy changes,
  • 2 PbO 2 SO2 ? 2 PbS 3 O2 ?H 827.0 kJ
  • PbO C ? Pb CO ?H 106.8 kJ
  • 2 PbS 3 O2 2 C ? 2 Pb 2 CO 2 SO2
  • Is the reaction endothermic or exothermic?

2 PbO 2 SO2
2 PbS 3 O2
?H -827.0 kJ
2X ( )
2 PbO 2C ? 2Pb 2CO
?H 213.6kJ
Now that we have constructed the summary
equation, we can add the enthalpy -827.0 kJ
213.6 kJ -614 kJ
25
Example 4
  • Determine the change in enthalpy for the
    following reaction
  • C 2H2 ? CH4
  • Use these reaction equations
  • C O2 ? CO2 ?H -394 kJ
  • H2 ½ O2 ? H2O ?H -286 kJ
  • CH4 2 O2 ? CO2 2 H2O ?H -890.3 kJ
  • How much heat is produced when 35.0 g of CH4 is
    synthesized? 1.25 x 1025 molecules? 15.0 L?

26
Example 4
  • C 2H2 ? CH4
  • Use these reaction equations
  • C O2 ? CO2 ?H -394 kJ
  • H2 ½ O2 ? H2O ?H -286 kJ
  • CH4 2 O2 ? CO2 2 H2O ?H -890.3 kJ
  • How much heat is produced when 35.0 g of CH4 is
    synthesized? 1.25 x 1025 molecules? 15.0 L?

27
PRACTICE!
28
Calorimetry
  • Calorimeter insulated container where a
    reaction takes place and the resultant ?T can be
    measured accurately
  • Provides the data necessary to determine the
    heats of reaction (enthalpy)

29
Calorimetry Calculations
  • Assumes heat released or absorbed by reaction is
    absorbed or released by surroundings
  • ?Hrxn ?H surroundings
  • ?H m ?T Csp (Csp also can
    be Scap )
  • where m mass
  • ?T change in temperature (final initial)
  • C specific heat capacity amount of energy
    needed to increase the 1 gram of substance by 1oC

Enthalpy here is also known as Q
30
Example 1
  • How much heat is needed to change the temperature
    of 28.4 g sample of water from 20.0 oC to 35.0
    oC? (specific heat 4.184 J/g oC)

31
Example 2
  • What is the specific heat of nickel if the
    temperature of a 32.2 g sample of nickel is
    increased by 3.5 oC when 50. J of heat is added?

32
Example 3
  • When a 13.7 g sample of solid lead(II) nitrate
    dissolves in 85.0 g of water in a calorimeter,
    the temperature drops from 23.4oC to 19.7oC.
    Calculate the ?H (kJ per mole)for the solution
    process
  • Pb(NO3)2 (s) ? Pb2 (aq) 2 NO3- (aq)

33
Heat Curve shows physical changes caused by
adding heat
34
?H during Phase Change
  • Heat of fusion (Hfus) energy needed to change
    from solid to liquid
  • Heat of vaporization (Hvap) energy needed to
    change from liquid to gas
  • No temperature change ? so math is
  • ?H m x Hfus OR ?H m x Hvap
  • Unique heat values for these for each substance
    for each phase change
  • for H2O Hvap is 40.7 kJ/mol H fus is 6.01
    kJ/mol

35
Example
  • How much energy is needed to boil 165 g H2O if at
    100C? (Hvap 2256 J/g)

36
Example
  • How many molecules of ice at 0 C can be melted
    with 550. J of heat energy?
  • (Hfus 334 J/g)

37
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38
Example
  • How many joules are required to change
  • 15.0 g ice at -10.oC to water at 20.oC?
  • Cice 0.50 cal/goC Hfus 6.01 kJ/mol
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