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Calorimetry and Hesss Law

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To determine heat capacities and enthalpy changes. Method: ... Enthalpy of phase change. No DT at a phase change. water vaporizes/condenses at 100 C ... – PowerPoint PPT presentation

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Title: Calorimetry and Hesss Law


1
Calorimetry and Hesss Law
  • Experiment 3

2
Experiment 3
  • Goal
  • To determine heat capacities and enthalpy changes
  • Method
  • Measure heat transferred to/from various
    processes using a simple calorimeter
  • Use Hesss Law

3
Definitions
  • Thermodynamics
  • The study of heat and its transformations
  • Energy
  • The capacity to do work or to produce heat
  • System
  • The part of the universe of interest
  • Surroundings
  • Everything else (relevant to system)
  • Universe
  • System surroundings

4
First Law of Thermodynamics
Energy change in system
heat disordered energy transferred
work ordered energy transferred


5
Enthalpy, H
  • Enthalpy change
  • heat transferred at constant pressure
  • most processes on earth

Often DH ? DE
6
Enthalpy change
p
  • At constant pressure

p
DV
Vi
Vf
Generally small
7
Enthalpy changes
  • 1. Thermal enthalpy
  • higher T ? greater H
  • 2. Phase enthalpy
  • Hsolid lt Hliquid lt Hgas
  • 3. Chemical (reaction) enthalpy
  • exothermic heat released
  • endothermic heat absorbed

8
Calorimetry at Constant Pressure
  • Coffee Cup Calorimeter
  • q ? DT
  • qp CDT
  • DH CDT
  • C heat capacity

Heat flow (qp)
9
Heat Capacity
  • Amount of energy to raise the temperature of a
    substance 1C (1 K)
  • Depends on materials amount and type
  • c, specific heat capacity units energy per
    gram.oC
  • C, molar heat capacity units energy per
    mole.oC

10
Enthalpy of phase change
  • No DT at a phase change
  • water vaporizes/condenses at 100C
  • DHvap DHcond
  • water fuses/melts at 0C
  • DHfus DHmelt
  • q ? amount and type

11
Units
  • 1. Dhtransition energy/g
  • 2. DHtransition energy/mol

12
Measuring DH (qp)
  • Perfect calorimeter is adiabatic

Heat gained/lost by sample heat lost/gained by
calorimeter
so
No heat transfer from calorimeter to environment
13
Basic Calorimeter Setup
14
Overview
  • 1 Calorimeter calibration each pair
  • Heat capacity of calorimeter
  • 2 Determine heat of fusion (DHf) of water one
    pair in
  • Heat required to melt ice small group
  • 3 Determine specific heats of metals other
    pair in
  • qmetal DHmetal mmetal.cmetal.DTmetal small
    group
  • 4 Determine heats of reaction (DHrxn)
  • 1) Mg 2HCl ? MgCl2 H2 one
    pair
  • 2) MgO 2HCl ? MgCl2 H2O other
    pair
  • Overall) Mg ½ O2 ? MgO
  • EVERYONE does individual report containing
    results for all FOUR parts of the lab

15
Part 1 Calorimeter Calibration
  • Mass dry calorimeter mcal
  • Add 100 mL room temp H2O
  • Mass and record temperature mcw,Tcw
  • Add 100 mL of 35C H2O Thw
  • Mass and record temperature mall,Tf
  • Find heat capacity of calorimeter Ccal

from warm water
to cool water calorimeter
heat
16
Calculations
loss (T dec)
gain (T inc)
gain (T inc)
cwater 4.184 J/g.C
17
Calibration Example Data
  • mass Tinitial Tfinal
  • Empty calorimeter 5.00 g 21.2oC 28.0oC
  • Cool water 100. g 21.2oC 28.0oC
  • Warm water 100. g 35.0C 28.0oC
  • cwater 4.184 J/g.C
  • ! Stop here and calculate your calorimeters heat
    capacity !
  • It should be between 5 and 200 J/oC.
  • If its negative or too large, repeat the
    calibration.

18
Part 2 Heat of Fusion of Ice
  • Mass dry calorimeter mcal
  • Add 100 mL water to calorimeter
  • Mass and record temperature mRT,TRT
  • Add 25 g solid ice Tice 0C
  • Record lowest temperature Tf
  • Mass mall

from room T water calorimeter
to melting ice heating ice
heat
19
Calculations
gain (T inc)
gain (T inc)
loss (T dec)
loss (T dec)
  • Convert Dhfus to DHfus in kJ/mol
  • Lit value is 6.02 kJ/mol

20
Heat of Fusion Example Data
  • mass Tinitial Tfinal
  • Empty calorimeter 5.00 g 21.2C 1.9oC
  • Water 100. g 21.2C 1.9oC
  • Ice 25.0 g 0.0C 1.9oC

21
Part 3 Specific Heats of Metals
  • Mass metal mmetal10-30 g
  • Heat in large test tube in
  • boiling water bath 30 min Thw
  • (start at beginning)
  • Mass dry calorimeter mcal
  • Add 100 mL water
  • Mass and record temperature mwcal, TRT
  • Slide metal into calorimeter
  • Record highest temperature Tf

to water calorimeter
heat
from hot metal
22
Calculations
loss (T dec)
gain (T inc)
gain (T inc)
Convert cmet to required units
23
Metals/Specific Heat Example Data
  • mass Tinitial Tfinal
  • Empty calorimeter 5.00 g 21.2C 22.6C
  • Water 100. g 21.2C 22.6C
  • Hot metal 20.0 g 100.C 22.6C

24
Metal heat capacities
  • Law of Dulong and Petit
  • Cmetal (per mol) 3R 24.94 J/K.mol
  • where R 8.314 J/K.mol
  • Compare your value
  • Measured values
  • water 75.29 J/K. mol
  • Cu 24.44 J/K. mol
  • Al 24.35 J/K. mol
  • Compare your value

25
Part 4 Heat of Chemical Reaction (a)
  • Mg 2 HCl ? MgCl2 H2 DHa
  • Mass empty calorimeter mcal
  • Add 25 mL HCl to 50 mL water
  • Mass and record temperature mRT,TRT
  • Mass 0.10 0.15 g Mg add mMg
  • Record highest temperature Tf

from reaction
to water calorimeter
heat
26
Part 4 Heat of Chemical Reaction (b)
  • MgO 2 HCl ? MgCl2 H2O DHb
  • Mass empty calorimeter mcal
  • Add 25 mL HCl to 50 mL water
  • Mass and record temperature mRT,TRT
  • Mass 0.30 g MgO add mMgO
  • Record highest temperature Tf

from reaction
to water calorimeter
heat
27
Calculations
loss (T dec)
gain (T inc)
gain (T inc)
mol reactant
28
Calculations
loss (T dec)
gain (T inc)
gain (T inc)
mol reactant
29
Mg/HCl Example Data
  • mass Tinitial Tfinal
  • Empty calorimeter 5.00 g 21.2C 28.1oC
  • Acidic H2O 75.0 g (mL) 21.2C 28.1oC
  • Mg metal 0.12 g
  • Assume the heat capacity of the solution is that
    of water (big assumption)
  • Literature value -462kJ/mol (compare your value)

30
MgO/HCl Example Data
  • mass Tinitial Tfinal
  • Empty calorimeter 5.00 g 21.2C 24.6oC
  • Acidic H2O 75.0 g (mL) 21.2C 24.6oC
  • MgO powder 0.30 g
  • Assume the heat capacity of the solution is that
    of water (big assumption)
  • Literature value -146kJ/mol (compare your value)

31
Part 4 Heat of Chemical Reaction
  • Mg ½ O2 ? MgO
  • Use
  • Mg 2 HCl ? MgCl2 H2 DHa
  • MgO 2 HCl ? MgCl2 H2O DHb
  • H2 ½ O2 ? H2O DHc
  • DHc -285.8 kJ

32
Part 4 - Hesss Law
  • DHrxn SDHindividual rxns
  • A ? B DHAB
  • B ? C DHBC
  • A B ? B C
  • A ? C DHAC DHAB DHBC

33
Part 4 Hesss Law Application
  • Heat of Reaction for Mg combustion
  • Mg 2 H ? Mg2 H2 ? Ha
  • Mg2 H2O ? MgO 2 H ?Hb
  • H2 ½ O2 ? H2O ? Hc
  • Mg ½ O2 ? MgO ? Hcomb(or form)
  • compare to lit value (-601 kJ)

34
Part 4 Example Calculation
  • Heat of Reaction for Mg combustion
  • Mg 2 H ? Mg2 H2 457 kJ/mol
  • Mg2 H2O ? MgO 2 H 150 kJ/mol
  • H2 ½ O2 ? H2O 286 kJ/mol
  • Mg ½ O2 ? MgO 593 kJ/mol
  • compare to lit value (-601 kJ)

35
Report
  • Abstract
  • Results
  • Sample calculations including
  • Calorimeter heat capacity (part 1)
  • Heat of fusion of ice (part 2)
  • Specific heats of metals Cu and Al (part 4)
  • Heats of reactions (part 4)
  • Discussion/review questions
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