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Chemistry chapter 10
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Characteristics of Gases
Composed mainly of
nonmetallic
elements with simple formulas and
low
molar masses
Expand to fill their
containers
Are highly
compressible
Have extremely
low
densities
Two or more gases form a
homogeneous
mixture
Properties Which Define the State of a Gas Sample
Temperature
Pressure
Volume
Amount of gas, usually expressed as number of
moles
Pressure
The amount of
force
applied to an area
Units of Pressure
Pascals
Bar
mm Hg
or
torr
Atmosphere
Manometer
Used to measure the difference in
pressure
between atmospheric pressure and that of a
gas
in a vessel
Standard
Pressure
Normal atmospheric pressure at
sea level
, equal to
1.00 atm
, 760 torr (760 mmHg), 101.325 kPa
Boyle's Law
The volume of a fixed quantity of gas at
constant
temperature is
inversely
proportional to the pressure
Mathematical Relationships of Boyle's Law
PV
= a
constant
If we compare two conditions: P1V1 = P2V2
A graph of V vs 1/P will result in a
linear
relationship
Charles's Law
The volume of a fixed amount of gas at
constant
pressure is
directly proportional
to its absolute temperature
Mathematical Relationships of Charles's Law
V = constant * T
If we compare two conditions: V1/T1 = V2/T2
A graph of V vs T will be
linear
Avogadro's Law
1. The
volume
of a gas at constant temperature and pressure is
directly proportional
to the number of moles of the gas
2. At STP, one mole of gas occupies
22.4
L
Mathematical Relationships of Avogadro's Law
V = constant * n
If we compare two conditions:
V1
/
n1
= V2/n2
Ideal-Gas Equation
PV
=
nRT
Density of Gases
d =
MP/RT
Density & Molar Mass of a Gas
d =
MP/RT
M =
mRT/PV
Volume and Chemical Reactions
Use PV = nRT to relate
volume
,
moles
, and other variables
Dalton's Law of Partial Pressures
The
total
pressure of a mixture of
gases
equals the sum of the pressures that each would exert if it were present alone
Mole Fraction
The ratio of
moles
of a substance to
total moles
in a mixture
Pressure and Mole Fraction
The partial pressure of a gas is
proportional
to its mole fraction
Characteristics of Gases
Composed mainly of
nonmetallic
elements with simple formulas and
low
molar masses
Expand to fill their
containers
Are highly
compressible
Have extremely
low
densities
Two or more gases form a
homogeneous
mixture
Properties Which Define the State of a Gas Sample
Temperature
Pressure
Volume
Amount of gas, usually expressed as number of
moles
Pressure
The amount of
force
applied to an area
Units of Pressure
Pascals
Bar
mm Hg
or
torr
Atmosphere
Manometer
Used to measure the difference in
pressure
between atmospheric pressure and that of a
gas
in a vessel
Standard
Pressure
Normal atmospheric pressure at
sea level
, equal to
1.00 atm
, 760 torr (760 mmHg), 101.325 kPa
Boyle's Law
The volume of a fixed quantity of gas at
constant
temperature is
inversely
proportional to the pressure
Mathematical Relationships of Boyle's Law
PV
= a
constant
If we compare two conditions: P1V1 = P2V2
A graph of V vs 1/P will result in a
linear
relationship
Charles's Law
The volume of a fixed amount of gas at
constant
pressure is
directly proportional
to its absolute temperature
Mathematical Relationships of Charles's Law
V = constant * T
If we compare two conditions: V1/T1 = V2/T2
A graph of V vs T will be
linear
Avogadro's Law
1. The
volume
of a gas at constant temperature and pressure is
directly proportional
to the number of moles of the gas
2. At STP, one mole of gas occupies
22.4
L
Mathematical Relationships of Avogadro's Law
V = constant * n
If we compare two conditions:
V1
/
n1
= V2/n2
Ideal-Gas Equation
PV
=
nRT
Density of Gases
d =
MP/RT
Density & Molar Mass of a Gas
d =
MP/RT
M =
mRT/PV
Volume and Chemical Reactions
Use PV = nRT to relate
volume
,
moles
, and other variables
Dalton's Law of Partial Pressures
The
total
pressure of a mixture of
gases
equals the sum of the pressures that each would exert if it were present alone
Mole Fraction
The ratio of
moles
of a substance to
total moles
in a mixture
Pressure and Mole Fraction
The partial pressure of a gas is
proportional
to its mole fraction
Main Tenets of Kinetic-Molecular Theory
Gases
consist of large numbers of molecules that are in continuous,
random
motion
The
combined
volume of all the molecules of the gas is
negligible
relative to the total volume
Attractive
and repulsive forces between gas molecules are
negligible
Energy
can be transferred between molecules during collisions, but the
average kinetic energy
does not change with time
The
average kinetic energy
of the molecules is proportional to the
absolute temperature
How Fast Do Gas Molecules Move?
Temperature
is related to their
average kinetic energy
Individual
molecules can have different speeds of
motion
u_mp is the most probable speed,
u_av
is the average speed, u_rms is the root-mean-square speed associated with their
average kinetic energy
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