at what pressure you operate your gas line or Gas turbine
then at what pressure you pay your gas bill
gas haet value at standard condition is diffent from heating value at operation condition
z = 1 remember z = f(Tr,pr) Source: I'm a ChE!
The compressibility factor (Z) is defined as the ratio of the molar volume of a gas to the molar volume predicted by the ideal gas law. At Boyle's temperature, a gas behaves ideally, meaning it follows the ideal gas law closely. Therefore, the compressibility factor is unity (Z = 1) because the actual volume of the gas is equal to the volume predicted by the ideal gas law, indicating no deviations due to intermolecular forces or molecular size.
due to the lack of polarity in the hydrogen molecule as a result of it containing two of the same atom, and also the dominant force between the hydrogen molecules is the repulsion force, that tends to increase the volume
The compressibility factor is greater than 1 when gases are under high pressure, indicating that the gas particles are closer together than would be predicted by ideal gas behavior. This can be attributed to intermolecular forces and molecular interactions that cause the gas molecules to occupy less volume than expected.
The compressibility of kerosene is typically low, reflecting its liquid nature. It generally has a compressibility factor around 0.001 to 0.002 per atmosphere, indicating that it does not significantly change in volume under pressure. This characteristic makes kerosene relatively incompressible compared to gases. Exact values may vary slightly based on specific kerosene formulations and temperature conditions.
The compressibility of Jetfuel is 0.88x10-9 m2/N
For an Ideal gas(steam), the compressibility factor is obviously unity under all conditions whereas for real gas(steam), the compressibility factor may be less or more than unity based on the actual conditions. With best regards, elavazhgan.
1.0
At this condition the compressibility factor will approximately be 1.03936 This shows that the air will behave al most as an ideal gas at very high pressure
z = 1 remember z = f(Tr,pr) Source: I'm a ChE!
The super compressibility factor of natural gas depends on its composition, temperature, and pressure conditions. It is typically used to correct for the non-ideal behavior of gas at high pressures and low temperatures to accurately predict its volume.
The compressibility factor for a gas mixture can be calculated by dividing the observed pressure of the gas mixture by the ideal gas pressure at the same temperature and volume. This ratio helps to account for the deviation of real gases from ideal gas behavior.
The compressibility factor, denoted as Z, is a measure of how much a real gas deviates from ideal gas behavior under given conditions of pressure, volume, and temperature. It is calculated as the ratio of the molar volume of the gas to the molar volume that would be predicted for an ideal gas at the same conditions. A compressibility factor of Z=1 indicates ideal gas behavior, while Z<1 or Z>1 indicates gas behaves as more or less ideal, respectively.
The compressibility factor (Z) is defined as the ratio of the molar volume of a gas to the molar volume predicted by the ideal gas law. At Boyle's temperature, a gas behaves ideally, meaning it follows the ideal gas law closely. Therefore, the compressibility factor is unity (Z = 1) because the actual volume of the gas is equal to the volume predicted by the ideal gas law, indicating no deviations due to intermolecular forces or molecular size.
due to the lack of polarity in the hydrogen molecule as a result of it containing two of the same atom, and also the dominant force between the hydrogen molecules is the repulsion force, that tends to increase the volume
compressibility of petrol
An ideal gas will have a volume that is inversely proportional to the pressure (assuming constant temperature). For example, if you double the pressure, the volume will be reduced to 1/2 the original volume. For real gases, the behavior is usually somewhat different. In some cases, if you double the pressure, the volume will reduce to LESS than 1/2 the original volume. This is due to the attraction between the molecules, and this phenomenon is called "supercompressibility".