Explain the liquefaction of gases with the help of an isothermal graph.

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(N/A) The first complete data on the pressure-volume-temperature relations of a substance in both gaseous and liquid states was obtained by Thomas Andrews for $CO_2$.
From the analysis of the Andrews isotherms:
$(i)$ At high temperatures,isotherms resemble those of an ideal gas,and the gas cannot be liquefied even at very high pressures.
$(ii)$ As the temperature is lowered,the shape of the curve changes,and the data shows a significant deviation from ideal behavior.
$(iii)$ Explanation of $T_C$ (Critical Temperature),$P_C$ (Critical Pressure),and $V_C$ (Critical Volume): At $30.98^{\circ}C$,$CO_2$ remains a gas up to $73 \ atm$ pressure (Point $E$ in the figure). At $73 \ atm$ pressure,liquid $CO_2$ appears for the first time. This point $E$ represents the critical state where the distinction between liquid and gas disappears.

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Similar Questions

$A$ liquid can exist only,

What is the relationship between the liquefaction of gases,compression,and temperature?

Gases possess characteristic critical temperature which depends upon the magnitude of intermolecular forces between the particles. Following are the critical temperatures of some gases:
$Gases$$Critical \ temperature \ in \ Kelvin$
$P$$33.2$
$Q$$5.3$
$R$$154.3$
$S$$126$

From the above data,what would be the order of liquefaction of these gases? Start writing the order from the gas liquefying first.

What happens when $CO_2$ is compressed and expanded at a constant temperature of $30.98 \, ^\circ C$?

$A$ gas can be liquefied:

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