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Thermochemistry: The study of the heat transfer that accompanies chemical porcesses

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Title: Thermochemistry: The study of the heat transfer that accompanies chemical porcesses


1
Thermochemistry The study of the heat transfer
that accompanies chemical porcesses
  • For this unit we will define energy as the
    capacity to do work or to produce heat
  • You already know the Law of Conservation of
    energy Energy is neither created nor Destroyed
    it is only converted from one form to another
  • This means that the energy of the universe is
    constant.
  • There are two type of energy that we need to
    concern ourselves with.
  • Potential Energy Energy due to position or
    composition, in the case of composition, the
    energy is stored in chemical bonds, when the
    bonds are broken the energy is released.
  • Kinetic Energy energy of movement of particles,
    this depends on the mass of the particle and its
    velocity Ke ½ mv2
  • The units of both energies are expressed in
    Joules (J) or Kilo Joules (kJ)

2
Heat transfer of energy between two objects due
to a temperature difference
  • Not all energy can be explained by the transfer
    of energy between kinetic and potential energy
  • Some energy is lost due transfer of energy to the
    surface, this is frictional heating.
  • Work is defined as force acting over a distance.
  • Regardless of the pathway taken to transfer the
    energy, by work or by heat, the result is the
    same the total energy transferred will be
    constant.
  • State function (property) a property of the
    system that is independent of the pathway it took
    to get to that state, only depends on its present
    state. In other words the value of a state
    function (Property) doesn't depend on how the
    system arrived at that state, only the present
    characteristics of that state.
  • Energy is a state function but work and heat are
    not.

3
Chemical Energy
  • These same ideas apply to chemical processes.
  • For our purposes, we will refer to the system as
    part of the universe that we are focusing on, the
    reactants and the products.
  • The surroundings will be everything else, the
    container, the room, your hand, anything else.
  • When a reaction involves the evolution of heat it
    is exothermic. Energy is flowing out of the
    system as heat.
  • When there is an exothermic reaction, the
    reactants had greater potential energy than the
    products, because energy gained by the
    surroundings is equal to energy lost by the
    reaction system.
  • When a reaction absorbs energy from the
    surroundings, it is endothermic. The heat flow is
    into the system.
  • Energy that flows into the system is equal to the
    potential energy gained by the system , in this
    case the products have greater potential energy.

4
Thermodynamics the study of the flow of energy
and its interconversions Based on the 1st Law
Energy of the universe is constant.
  • The internal energy of a system is defined as the
    sum of the work and the heat of the system.
  • ?E q w
  • change in internal energy heat work
  • If the energy flow is endothermic heat is flowing
    into the system and the sign on q is
  • If the energy flow is exothermic, then heat is
    flowing out of the system and the sign for heat
    is q indicating that the systems energy is
    decreasing

5
Work
  • If the system does work on the surroundings,
    energy flows out of the system, the work is
    negative, -w
  • If the surroundings do work on the system then
    energy is flowing into the system and work is
    positive, w
  • Example Calculate ?E for a system undergoing an
    endothemric process in which 15.6 kJ of heat
    flows and where 1.4 kJ of work is done on the
    system.

6
Answer
  • ?E q w
  • q 15.6 kJ because this is an endothermic
    process
  • w 1.4 kJ because work is being done on the
    system
  • ?E 15.6 kJ 1.4 kJ 17.0 kJ

7
Work can be done by a gas produced in a chemical
reaction
  • Work can be done by a gas through expansion, or
    work can be done to the gas by compression
  • Work can also be expressed as w -P?V
  • Check your book for how we got to this equation
  • Using this , work can be if the change in
    volume is increasing or work can be negative if
    the volume is decreasing.
  • Pressure is always the external pressure causing
    the compression or expansion.

8
Example A balloon is being inflated to its full
extent by heating the air inside it. At the end,
the balloon changes volume from 4.0 x 106 L to
4.5 x 106 L by the addition of 1.3 x 108 J of
heat. Assuming the balloon expands at a constant
pressure, 1 atm, calculate ?E ( use 101.3j 1 atm
L to convert to Joules)
  • ?E q w
  • q 1.3 x 108 J
  • w-P?V -(1atm)(4.5x106L- 4.00x106L) -
    5.0x105Latm which can be converted to Joules
    using 101.3J 1 L atm
  • ( -5.0x105Latm )(101.3 J/1 Latm) -5.1 x
    107J
  • Note that the work is negative because gas is
    expanding and doing work on the surroundings
  • ?E q w (1.3x108J) (-5.1x107 J) 7.9 x
    107J
  • There is a net increase in the internal energy of
    the gas in the balloon so the ?E is positive.

9
Enthalpy ?H heat
  • Enthalpy has no easily interpreted meaning except
    at constant pressure ?H q remember q is heat.
  • Enthalpy heat of reaction ?Hrxn H products
    H reactants
  • If ?H is positive, then H of reactants is less
    than H of products, heat is absorbing into the
    system, it is endothermic.
  • If ?H is negative, heat of reactants is greater
    than heat of products and heat is flowing out of
    the system , it is exothermic.

10
Example
  • When 1 mol of methane is burned at constant
    pressure, 890 kJ of energy is released as heat.
    Calculate the ?Hcomb for a process in which 5.8 g
    sample is burned at constant pressure.
  • At constant pressure, 890 kJ/mol of CH4 is
    produced as heat.
  • ?H q -890kJ/mol
  • (5.8 g CH4/16.0g/mol CH4) 0.36 mol CH4
  • (0.36 mol CH4) (-890 kJ/mol CH4) -320 kJ

11
Calorimetry the science of measuring heat
  • We use the equation q s x m x ?T
  • q heat s specific heat capacity m mass ?T
    change in temperature (Tf Ti)
  • Example When we mix 50.0 ml of 1.0 mol HCl at 25
    C with 50.0 ml of 1.0 NaOH at the same
    temperature, the temperature increase to 31.9 C
    the solutions density is 1.0 g/ml. It can be
    assumed that the caloirmeter doesnt absorb any
    heat. What is the heat? Also known as change in
    enthalpy.

12
Answer
  • ?T 31.9-25 6.9
  • m 100.0 ml (1.0 g/ml) 100 g
  • s4.18 J/Cg from the table given
  • q (6.9 C) (100 g) (4.18J/Cg) 2.9 x 10 3 J
  • The net ionic Equation for this reaction was
    HOH-?H20
  • So if you want to know how much heat is produced
    per mol of H then
  • 50.0 ml x 1L x 1.0mol H 5.0 x 10-2 mol H
  • 1000ml 1 L
  • 2.9x 103 J/5.0 x10-2 mol H 5.8 x 104 J/mol

13
Hess Law in going from a particular set of
reactants to products, the change in enthalpy is
the same whether the reaction takes place in one
step or many steps.
  • Ex N2 2O2 ? 2NO2 ?H1 68 kJ
  • This same reaction can be carried out in two
    steps
  • N2 O2 ? 2NO ?H2 180 kJ
  • 2NO O2 ? 2NO2 ?H3 -112 kJ
  • N2 2O2 ? 2NO2 ?H2 ?H3 68 kJ

14
Rules of Hess Law
  • If a reaction is reversed, then the sign is
    reversed on the ?H
  • The magnitude of ?H is directly proportional to
    the quantities of reactants, if the coefficients
    are multiplied by a number so is the ?H.
  • Xe 2F2 ? XeF4 ?H -251 kJ
  • XeF4 ? Xe 2F2 ?H 251 kJ
  • If we double the reaction
  • 2Xe 4F2 ? 2XeF4 ?H 2(-251 kJ) -502kJ

15
Example
  • Calculate ?H for the synthesis of diborane from
    its elements
  • 2B (s) 3H2(g) ? B2H6 (g)
  • Us the following data
  • 2B(s) 3/2 O2 (g)? B2O3 (s) ?H -1273 kJ
  • B2H6 (g) 3 O2 (g) ? B2O3 (s) 3H2O (g) ?H
    -2035 kJ
  • H2 (g) ½ O2 (g) ? H2O (l) ?H -286 kJ
  • H2O ? H2O (g) ?H 44 kJ
  • A couple of rules to follow
  • Figure out how to rearrange the equations so
    their sum equal the overall equation
  • If you multiply an equation by a number then you
    must also multiply the ?H
  • If you reverse the equation, reverse the sign

16
Answer
  • Check each others work

17
Standard Enthalpies of Formation
  • The change in enthalpy that accompanies the
    formation of one mole of a compoundfrom its
    elements with all the element sin their standard
    states.
  • ?H a degree symbol on a thermodynamic function
    indicates that the process is carried out under
    standard conditions 1atm 1mol 25 C

18
The enthalpy change for a given reaction can be
calculated by subtracting the enthalpies of
formation of the reactants from the enthalpies of
formation of the products
  • ?Hreaction?np ?Hf prod.- ?nr?Hf react.
  • Things to know
  • When a reaction is reversed the sign changes but
    not the magnitude
  • When the balanced equation for a reaction is
    multiplied by an integer so must the ?H for that
    reaction
  • Elements in their standard states are not
    included, in other words, the ?H for an element
    in its standard state is 0

19
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