(Adiabatic) compression and simply heating up.
To determine that, you either need to know the average speed of the hydrogen atoms or the temperature of the sample. Knowing neither of those things, there is not enough information to answer the question.
Temperature is proportional to energy and energy of gas particles is related to their velocity via E= 1/2mv2. So if the temperature doubles then the velocity of the individual particles increases by (4dE/m)1/2 =v
There are four factors that affect gas pressure. The ideal gas law enumerates them: Pressure = number of gas molecules * constant describing the particular gas's behavior * temperature of the gas / volume in which the gas is confined
lots of ways 1. cool it down 2. give it more space 3. remove some gas
The atoms or molecules of a gas will increase in thermal energy when the gas is compressed. The kinetic energy of those atoms or molecules will increase as they are forced closer together in compression, and the temperature of the gas will increase.
STP = 273k and 1atm pressure P1 x V1 = P2 x V2 ---------- ----------- T1 T2 P1=1 P2=2 V1=2 V2=? T1=273 T2=273 1 x 2 = 2(?) -------- --------- 273 273 ? = 1 so the volume halves from 2l to 1l
Temperature affects gas by changing how much energy each particle has. The hotter gas is the faster each particle moves around, therefore the colder gas is the slower the particles move. If the gas gets cold enough if will turn into a liquid and if it gets even more cold it will turn into a soild.
1. A more correct name is Boyle-Mariotte law. 2. Only the temperature must remain constant.
The Helmholtz free energy for an ideal gas is given by the formula: A = -nRTln(V/n) where A is the Helmholtz free energy, n is the number of moles of gas, R is the gas constant, T is the temperature in Kelvin, and V is the volume of the gas. The negative sign indicates that the Helmholtz free energy decreases as the volume of the gas increases at constant temperature and pressure.
Gas mark 1 corresponds to 275°F (135°C) and gas mark 2 is 300°F (150°C) in the UK's gas oven temperature scale.
When the temperature of a gas is increased at constant pressure, the density of the gas decreases. This is because the increase in temperature causes the particles in the gas to move faster and spread out more, resulting in a decrease in density.
oil and gas you can find at the gas station or you can find oil and gas in russia