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Chemistry B
Gases; Ideal gas Law
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Cards (32)
Pressure
and
Weather
high-pressure
area (anticyclone) -->
greater
pressure
Characteristics of
Gases
not
touching other
molecules
-->
huge
distance
fills the
shape
and
size
of their
containers
most
compressible
state of matter
2 gases mix
evenly
in the same container
lower
density --> b/c of
distance
Gas
Pressure
collisions
on surfaces =
pressure
pressure
=
Force
/
Area
Barometer
measures
atmospheric
pressure
pressure =
density
*
gravity
*
height
mercury is used -->
denser
mercury is
smaller
in height
Pressure at Higher Altitudes
pressure drops
exponentially
with
altitude
surface =
1
atm
5km
=
0.5
atm
pressure (atm)
decreases
with altitude
increase
Manometer
measure
pressure
of
gas
--> use to find how
much
made
uses
height
of a liquid needed to
counterbalance
the
pressure
in the container
closed-tube
open-tube
open-tube
pressure
of
gas
=
pressure
of
atmosphere
+
pressure
of
mercury
Pgas > Patm
gas pushes
up
J
Pgas
=
Patm
+
PHg
Pgas
=
Patm
U
closed-tube
Pgas < Patm
atm pushed
down
tube
Pgas =
atm
-
PHg
Boyle's Law
pressure
increase
, volume
decreases
pressure
decreases
, volume
increases
pressure is
inversely proportional
to volume
P(h)
proportional
to 1/V
P1V1
=
P2V2
pressure
is the result of just hitting
walls
Boyle's law: as
volume decreases
number of collisions
increases
with
pressure
Charle's Law
as volume
increases
temperature
increases
too
volume is
proportional
to temperature
linear
correlation
low temperature =
less
kinetic energy =
less
collisions
high temp =
more
kinetic energy = more collisions
v = (
constant
) x
T
V1
/
T1
=
V2
/
T2
pressure is
constant
when gas occupies larger volume = collisions
less
frequent
Avogadro's
Law
number of moles (n) is proportional to volume
v = constant x n
v1/n1 = v2/n2
nature of the gas doesn't matter
Ideal Gas Law
P is
proportional
to (nT)/V
PV =
nRT
Density, d (g/L): d = m/v , d = (nM)/V = (PM)/RT
Moles, n: n = m/M (g/mol)
M = (dRT)/p
gas does better at high temp low pressure
R
is the gas constant
R for gases: (
Latm
)/
molK
R for energy:
J
/(
molK
)
Standard Conditions
Standard
Temperature
and
Pressure
(STP)
permit
inter-comparison
of measurements
standard pressure =
1
atm
standard temperature =
273.15
K
standard amount =
1
mol
Standard molar volume
volume occupied by
one mole
of a substance at
STP
v = (nRT/P)
v =
22.41
L
SATP
standard
ambient temperature
temperature: 298.15K
molar volume: 24.47 L
pressure = 1 atm
Dalton's Law
of
Partial Pressures
V and T are
constant
combining pressures:
Pt
=
P1
+
P2
Partial Pressures and Mole Fraction
partial
pressure:
P1
= (
n1RT
)/
V
mole fraction
:
X1
= (
ni
)/(
nT
)
partial
pressure:
Pi
=
XiPt
Planetary atmospheres
Fractions
(x): % = x *
100
parts per million
by
volume
(
ppmv
):
ppmv
= x
* 10
^
6
Collecting a gas over water
start:
Chemical
reaction creates gas
O2
pushes
down
water
partial
pressure
collect
O2
gas
total
pressure = when volumes are
equal
Distribution of speed in a gas
N2 increase temp
increases
average speed
increases
heavier =
narrower
\
Kinetic Molecular Theory
of Gases
gas is a collection of particles in
constant motion
size
of the particle is
negligible
(has
mass
not
volume
)
average kinetic energy
of a particle is
proportional
to
temperature
in
Kelvin
collision
of one particle with
another
is (
conserved
)
elastic
(no
loss
of kinetic energy)
KMT and the Ideal Gas Law
momentum
p = m *
velocity
F
=
m*a
Pressure
=
F/Area
Density
=
#/V
Ke
=
1/2 m*v^2
Temperature and Molecular Speeds
temperature is a measure of
average kinetic energy
of particles
avg Ke (g) =
3/2
RT
any temp: gases have
same
average Ke
lighter gas --> move
faster
,
higher
velocity/temp
heavier gas --> move
slow
,
lower
velocity/temp
Mean Free Path
molecules in a gas travel in
straight lines
before they collide with another molecule or something
average distance
molecules take before collision
MFP inversely proportional
to pressure
Ideal gas behavior
not
attractions
b/w
gas
gas
molecules
do not take up
space
P
is
proportional
to
Ke proportional T
gas diffusion
gradual
mixing of
molecules
of
one
gas with
molecules
of
another
gas
through
kinetic
properties
mixing of gases in and out
gas
effusion
process where gas
moves
from one
compartment
into another
compartment
passing through
small
opening
releasing
one gas to
mix
to
surroundings
opening
size <
MFP
of the gas
Deviations from Ideal Behavior
at
STP
, gases are described by
ideal gas approximations
no attractions
or
repulsions
between gas molecules
gas molecules
do not take up space
at
low
temps and
high
pressure the assumptions don't work
gases can turn to liquids if
cooled
or
compressed
high pressure =
high volume
low
temperature =
low
pressure