The volume of a gas is proportional to the amount of gas and its Kelvin temperature and inversely proportional to its pressure.
A relation among the four thermodynamic variables [Volume (V), absolute temperature (T), pressure (P), and mass, given in moles (n)] that govern the behavior of an ideal gas. This relation has the following form: PV = nRT in which R is the universal gas constant.
The generalized ideal gas law is derived from a combination of the laws of Boyle and Charles. Ideal gas law is the equation of state pV = RT which defines an ideal gas, where is pressure, molar volume, temperature, and the molar gas constant (8.314 JK-1mol
This law describes the physical relationships that exist between pressure, temperature, volume, and density for gases. Two mathematical equations are commonly used to describe this law: Pressure Volume = Constant x Temperature and Pressure = Density x Constant x Temperature
An equation, PV = nRT, that relates the pressure, volume, temperature, and quantity of an ideal gas. An ideal gas is one that obeys the approximations laid out in the kinetic theory of gases.
the equation of state for simple gases: pressure = (k × density × temperature)/(molecular weight of the gas).
PV=nRT Describes the relationship between pressure (P), temperature (T), volume (V), and moles of gas (n). It is not completely accurate, and becomes less accurate as conditions become less ideal.
pV=nRT This equation describes the behaviour of an ideal gas with respect to pressure, volume and temperature.
the product of the pressure and the volume, for a fixed amount of gas, is proportional to the absolute temperature ( see equation 12.4 and Section 12.5)
The product of pressure and the volume of an ideal gas is directly proportional to the number of moles of the gas and the absolute temperature.
combining Boyleâ€(tm)s Law and Charlesâ€(tm) Law, results in the Ideal Gas Law: PV=nRT, where nR is constant for a particular gas analogous to the number of molecules and the relative size of the molecule.
The ideal gas law is the combination of the volume, temperature, and pressure relationships of Boyle's and Charles' laws resulting in the relationship PV=RT. Real gases deviate by varying amounts from the ideal gas law. See SUPERCOMPRESSIBILITY FACTOR and LAWS.
an equation relating the properties of an ideal gas, expressed as PV 5 nRT, where P 5 pressure, V 5 volume, n 5 moles of the gas, R 5 the universal gas constant, and T 5 temperature on the Kelvin scale. This equation expresses behavior closely approached by real gases at high temperature and/or low pressure.
The ideal gas law is the equation of state of a hypothetical ideal gas, first stated by Benoît Paul Émile Clapeyron in 1834.