Übersetzung für "Gasgesetz" in Englisch

The recently adopted gas law is a positive starting point.

Dalton's ideal gas law is used for this purpose.

Under the June 2000 Gas Act (Gaswet), gas market was liberalised in several stages.

For ideal gases, the molar volume is given by the ideal gas equation: this is a good approximation for many common gases at standard temperature and pressure.

The vapour pressure is calculated on the assumption that the ideal gas law is obeyed and that the total pressure of a mixture of gases is equal to the sum of the pressures of the component gases.

The Gas Act 1986 established a Director-General of Gas Supply who,following the privatization of British Gas, is responsible for operating a regulatory regime for the supply of gas.

The transport part of the charge is, according to the Gas act, regulated by the Office of Energy Regulation (DTe), whereas the supply and meter part are not regulated.

The degree of market opening is 30%, but full opening is required under the Gas Act by August 2008.

After the adoption of the Gas Act, it was amended a number of times, including in relation to the liberalisation stages planned and the further implementation of the various regulatory tasks.

Indeed, the fact that we are now able to discuss the introduction of monetary union and a common economic and monetary policy is a direct result of the decision taken in 1987 to complete the internal market in accordance with the Single European Act.

The drafting of the code is to be viewed against the background of the liberalization of the domesticsector (the industrial sector having already been opened up to competition) initiated in the United Kingdom by the Gas Act 1995.

Under the Act, gas transportation activities must be separated from the other activities in the sectorin order to promote the introduction and development of balanced competition.

This quantity can be determined to a good approximation using the ideal gas law, knowing the volume of the gas space, resulting from the difference between the total volume of the reaction space present after sealing, the volume of the granular material introduced, the intended temperature, and the intended pressure.

The closed reaction vessel, prepared in this manner, was then brought to a temperature of 1130° C. which, within the scope of the measurement accuracy, was constant over the entire volume, and wherein the quantity of iodine introduced could be expected, according to the ideal gas law, to produce an iodine pressure of approximately 3 bar in the system.

In the case of closed systems, the quantity of transport agent required to establish a certain pressure can be calculated approximately using the ideal gas law from the volume of granular material taken, the gas space, and the temperature.

For instance, Boyle's law relates temperature, pressure, and volume of an ideal gas (epistemic), but this was later reduced to laws of statistical mechanics via average kinetic energy of colliding molecules composing the gas (ontic).

A gas law which combines Charles's law, Boyle's law, and Gay-Lussac's law.

The temperature scale is thus defined by the gas law, and this definition can be realized with a gas thermometer in the range of approximately j - j 250° C to + j 1500° C which is, metrologically, of critical importance.

With most optical gas measuring devices, the pressure and the temperature of the gas to be measured has to be known to be able to calculate the correct concentration since the number of the molecules located in the measurement path depends on these parameters (gas law).

From the perfect gas law it follows that the molecule density p (number of particles per unit volume) at constant temperature T is proportional to the pressure p (k: Boltzmann's constant): p= p /(k T).

If chloride dioxide solutions with concentrations of more than 2.5 wt % are produced, the pressure in the reaction container increases, which can be estimated according to the ideal gas law.

According to the law of gases, the following relationship exists: (p+dp)*(V+dV)=constant In the above relationship, actual sensor volume V, i.e., first volume 100, should be minimized to achieve a substantial pressure change dp.

If the hot volume of the gas atmosphere in the pressure vessel 5 is known, i.e. taking into account the interior volume V B of the vessel and the mean gas temperature T of the gas atmosphere in pressure vessel 5, changes in the normal gas volumes can be calculated precisely according to a real state equation or approximately according to the ideal gas law.

The vapor pressure is then calculated according to the ideal Gas Law with the assumption that the organic and aqueous phases are not miscible or ideally mixed.

The density of the gas phase is established by the ideal gas law (using the average molar mass), which is adequate for the gas pressures considered (up to 5 bar).