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    Ch1_L13‐2nd 2015‐2016  

    FCarino 1

    Chem 1

    2nd Sem 2015-2016

    Lecture 13

    FCariño

    Metallic bonding

    • Normally, outer electrons inhabit energy level

    called valence band, or "ground" state.

    • on o energy can ra se ou er e ec rons ou

    of valence band and into "conduction" band.

    • In conduction band electrons free to move about

    within crystal structure of metal. Application of

    electric potential will influence them to move in

    one particular direction.

    http://education.jlab.org/qa/current_02.html

    Metallic bonding

    • Valence band relatively close to conduction

    band - very little energy required for e-s to

     jump from valence state into conduction

    band.

    • Metal atoms have large population of free

    e-s in conduction band all the time.

    • application of electricity e-s move current

    flow

    • relatively low (though not zero) resistance.

    http://education.jlab.org/qa/current_02.html

    Electrical conduction

    Conduction band

    Band Gap

    Valence band

    Metals   Insulators

    Semiconductors

    http://education.jlab.org/qa/

    current_02.html

    http://nobelprize.org/educational

     /physics/semiconductors/6.html

    Semiconductors

    • Electrical conductivity can be increased by

    “doping”

    • Deliberately add impurity or contaminant to pure

    substance

    • n-type and p-type

    p‐type,

     n‐type

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    To continue…

    Graham’s law of  effusion• The rates of diffusion of a gas is

    inversely proportional to the square

    roots of their molecular masses or

    • Light gases move faster than

    heavier ones

    11

    2

    2

    1

    M

    M

    rate

    rate

      

      2

     Avogadro’s law

    • At constant pressure and temperature, there is

    a direct relationship between the volume and

    number of moles for an ideal gas.

    • At constant temperature and pressure, volume is

    rec y propor ona o e num er o moes o

    gas

    • One mole of a gas at STP (1 atm, 0oC) occupies avolume of 22.4 L.

    • One mole of a gas contains 6.02 x 1023 molecules.

    Sample problem

    A volume of gas equal to 25 L was

    collected at 250C and 1.00 atm

     pressure. What would be the

    volume of the gas if it were

    collected at 1000C and 0.85

    atm pressure?

    Sample problem

    A volume of gas equal to 25 L was collected at

    250C and 1.00 atm pressure. What would be

    the volume of the gas if it were collected at

    1000C and 0.85 atm pressure?

    Given:

    P1 = 1atm T1= 25oC

    P2 = 0.85 T2=100oC

    V1 = 25L n= constant

    Sample problem

    A volume of gas equal to 25 L was collected at 250C

    and 1.00 atm pressure. What would be the volume

    of the gas if it were collected at 1000C and 0.85

    atm pressure?

    Given:

    P1= 1atm T1=25oC = 298o

    P2 = 0.85 atm T2=100oC = 373oK

    V1 = 25L n = constant

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    Sample problemGiven:

    P1 = 1 atm T1= 25oC = 298oK

    P2 = 0.85 atm T2=100oC = 373oK

    V1 = 25L n = constant

    nRT2

    22

    nRT

    VP

    T

    VP

    2

    22

    1

    11

    nRT1

    11

    Sample problemGiven:

    P1 = 1atm T1=25o

    C = 298o

    KP2 = 0.85 atm T2=100

    oC = 373oK

    V1 = 25L n = constant

    2

    22

    1

    11

    TT   122211

      TVPTVP  

    12

    2112

    TP

    TVPV     L8.36

    )K

    )K

    o

    o

    298(0.85atm)( 

     )(373(1atm)(25L

    Sample problemGiven:

    P1 = 1atm T1= 25oC = 298oK

    P2 = 0.85 T2=100oC = 373oK

    V1 = 25L n = constant

    22

    2112

    TPV  

    )K

    )KV

    2   o

    o

    373(0.85atm)( 

     )(298(1atm)(25L

    Li uids

    Fixed volume, variable shape

    Liquids• Gases condense into liquids

    • Increase- pressure on gas push molecules

    togetherreduce temperature gas

    condenses

    • Molecules experience short range and weak

    attractive forces (van der Waal’s attractive

    forces)

    • Particles far enough from each other allow

    translational motion, slide past each other,

    but movement more restricted than gas.

    Intermolecular Forces

    Interlude

    (Interparticle forces) van der Waal’s

    24 

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    Surface tension

    • Energy or work required to

    increase surface area of liquids by

    unit amount

    • Occurs because of intermolecular

    forces of attraction

    Surface tension

    • Attractive forces pull surfacemolecules towards interior and

    compress molecules closer to each

    other shrinkin surface area. 

    • spherical droplets with “tight skin”

    • stronger intermolecular forces of

    attraction more energy required to

    increase surface area higher surface

    tension

    Surface tensionSurface tension

    39  

    Pictures from:  A .  fotolia.com; B. rduauto.com; C. connectedwaters.unsw.edu.au ; D. discovermagazine.com; E. 

    apparatus‐boschus.deviantart.com; F. www.123rf.com

    E

    D

    A

    mercury

    B C

    F

    water

     Vapor pressure,

     evaporation

    • Evaporation –surface phenomenon;

    molecules of liquid enter vapor phase

    • Occurs because attractive forces at

    surface are weaker than those in bulk of

    qu some mo ecu es escape n o gas

    phase

    • Pressure exerted by molecules that

    escape into gas phase = vapor pressure

    • Volatile – high vapor pressure

    • Non-volatile – low vapor pressure

    Boiling point

    • Temperature at which vapor pressure =atmospheric pressure

    • Normal boiling point – defined as boilingtemperature of liquid at 1 atm (101 kPa)

    • lower atmospheric pressures: boiling point

    decreases because less energy required tocounter atmospheric pressure

    • Cooking at high elevations take much longerbecause water boils at lower temperature

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    Images from: unit5.org; library.thinkquest.org

    T at which vp =atm pressure

    boiling point

    Effects of non-

    volatile solute on

    vapor pressure