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Unformatted text preview: Gas pressure & volume
Gas p X V = Constant
Constant For example, suppose we have a theoretical gas
For
confined in a jar with a piston at the top. The
initial state of the gas has a volume equal to 4.0
cubic meters and the pressure is 1.0 kilopascal.
With the temperature and number of moles held
constant, weights are slowly added to the top of
the piston to increase the pressure. When the
pressure is 1.33 kilopascals the volume
decreases to 3.0 cubic meters. The product of
pressure and volume remains a constant (4 x
1.0 = 3 x 1.33333 ). Given below is the experimental data of specific amount of
a fixed mass of gas at constant temperature
fixed P(atm) volume(cm3) p X V(atmXcm3)
V(atmXcm p1 = 1 V1 = 8 1 X8 = 8 p2 = 2 V2 = 4 2X4=8 p3 = 4 V3 = 2 4X2=8 Boyle’s Law
Boyle’s
For a fixed mass of gas, at constant temperature:
For
p V = constant
constant
p1V1 = p2V2
Or
Volume is inversely proportional to pressure
Volume
V ∝ 1/p Solve
Solve An exhaust pump is connected to a flask
An of volume 100 cm3. The volume swept out
of
The
by the piston is 25 cm3 for each stroke.
by
The pressure in the vessel is originally 1
atm.
atm.
By considering one stroke at a time, find
the pressure in the vessel after two
strokes. solve
solve
A 6 llitre container of gas has a pressure
itre
of 8.2 atm.
i) Calculate the new volume occupied by
i) Calculate
the gas if the pressure is reduced by 3
atm at the same temperature.
ii) What will be the new volume if the
ii) What
pressure is reduced to 4 atm in the given
example?
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This note was uploaded on 11/08/2011 for the course PHYSICS 121 taught by Professor Richardvanfleet during the Winter '09 term at BYU.
 Winter '09
 RICHARDVANFLEET

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