Perfect gas and ideal gas
Gap-fill exercise
Complete the following text. Click "Correction" when you are done.
In an ideal gas, molecules are considered to
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
and only
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
. This model applies mainly to
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
.
The ideal gas model assumes that the mass thermal capacities Cp and Cv
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
, which is strictly true only for monoatomic gases (which do not involve any mode of rotation or molecular vibration). This hypothesis is all the less satisfactory as the gas molecule contains more atoms (and therefore possible vibratory modes).
This model leads to the ideal gas law
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
, in which
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
.
An ideal gas differs from an ideal gas in that its thermal capacities
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
, but depend only on temperature.
For such gases, we can easily show that the internal energy u and the enthalpy h
are constant
are not constant
depend only on the temperature
gases under low pressure, far from their saturation curve
have kinetic energy due to their speed of movement
have no volume of their own
Pv = rT
T is expressed in Kelvin
.
Check
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