How do you calculate the specific volume of nitrogen?
There are three common formulas used to calculate specific volume (ν): ν = V / m where V is volume and m is mass. ν = 1 /ρ = ρ-1 where ρ is density. ν = RT / PM = RT / P where R is the ideal gas constant, T is temperature, P is pressure, and M is the molarity.
What is the specific density of nitrogen?
0.8064 g/L
| Molecular Weight: | 28.0134 |
|---|---|
| Density, Gas @ 20° C, 1 atm: | 1.1606 g/L |
| Density, Liquid @ b.p..: | 0.8064 g/L |
| Critical Temperature: | -232.8°; F |
| Critical Pressure: | 492.45 psia |
What is the volume of nitrogen?
What is the volume of two moles of diatomic nitrogen gas at STP? Explanation: One mole of gas has a volume of 22.4L at STP.
What is the specific gravity of nitrogen?
1.6. 1.1 Gas Specific Gravity
| Compound | Formula | Critical Constants |
|---|---|---|
| Vc ft3/lb[m3/kg] | ||
| Hydrogen sulfide | H2S | 0.0459 [0.00287] |
| Sulfur dioxide | SO2 | 0.0306 [0.00191] |
| Nitrogen | N2 | 0.0514 [0.00321] |
What is the volume of N2 at STP?
22.4L
What is the volume of two moles of diatomic nitrogen gas at STP? Explanation: One mole of gas has a volume of 22.4L at STP.
What is the meaning of Nm3?
normal cubic metre
More Definitions of Nm3 Nm3 means normal cubic metre (at 101.325 kPa, 273.15 K). Sample 1. Nm3 means “gas volume in dry cubic metres at STP”. Sample 1. Nm3 means one cubic metre of Gas at reference conditions of 273,15K (= 0°C) and 101.325 kPa (= 1,01325 bar).
What is the volume of nitrogen at STP?
How do you find volume with density?
The formula for density is the mass of an object divided by its volume. In equation form, that’s d = m/v , where d is the density, m is the mass and v is the volume of the object. The standard units are kg/m³.
What is the volume of 6.022 N2 of nitrogen at STP?
The correct answer is (B) 22.4 L.
Is Nm3 same as m3?
NM3 is the value that a matter whether solid, liquid or gas of a constant mass occupies under normal or standard conditions and M3 is volume that it will occupy at the prevailing conditions of temperature and pressure.