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Convert Nm3hr To Kghr Hydrogen
On the Conversion of Volume Flow and Mass Flow of Hydrogen
If you want to understand the way of "Converting Nm ³/hr To Kg/hr Hydrogen", you need to first pass the properties of the gas. Hydrogen is light gas, and its characteristics are determined under normal conditions. The conversion of
gas often depends on the rules of physics. It is known that the molar mass of hydrogen is about two grams per mole. According to the equation of state of the ideal gas, under the standard conditions (ie, temperature 273.15 Kelvin, pressure 10,132 Pascals), the volume occupied by one mole of the ideal gas is about 22.4 liters, which is the standard molar volume.
Today there is a volume flow rate of hydrogen in Nm ³/hr, to be converted to Kg/hr. First convert the volume to the amount of substance. Because every 22.4 cubic meters (ie Nm ³) of hydrogen is one thousand moles under standard conditions (cover one cubic meter is equal to one thousand liters). Therefore, the amount of substance n (unit: moles) per hour is: the volume flow (unit: Nm ³/hr) multiplied by one thousand, then divided by 22.4.
Then, multiply the molar mass of hydrogen by the amount of substance to obtain the mass flow. That is, the mass flow rate m (unit: Kg/hr) is: the amount of substance n multiplied by the molar mass of hydrogen (unit: grams per mole), divided by one thousand (to convert grams to kilograms).
In summary, if the volume flow rate of hydrogen on the table V (unit: Nm ³/hr), the mass flow rate m (unit: Kg/hr) is calculated as: m = V × 1000 ÷ 22.4 × 2 ÷ 1000, and m = V × 2 ÷ 22.4. According to this formula, the volume flow rate of hydrogen of "Nm ³/hr" can be accurately converted into the mass flow rate of "Kg/hr".
If you want to understand the way of "Converting Nm ³/hr To Kg/hr Hydrogen", you need to first pass the properties of the gas. Hydrogen is light gas, and its characteristics are determined under normal conditions. The conversion of
gas often depends on the rules of physics. It is known that the molar mass of hydrogen is about two grams per mole. According to the equation of state of the ideal gas, under the standard conditions (ie, temperature 273.15 Kelvin, pressure 10,132 Pascals), the volume occupied by one mole of the ideal gas is about 22.4 liters, which is the standard molar volume.
Today there is a volume flow rate of hydrogen in Nm ³/hr, to be converted to Kg/hr. First convert the volume to the amount of substance. Because every 22.4 cubic meters (ie Nm ³) of hydrogen is one thousand moles under standard conditions (cover one cubic meter is equal to one thousand liters). Therefore, the amount of substance n (unit: moles) per hour is: the volume flow (unit: Nm ³/hr) multiplied by one thousand, then divided by 22.4.
Then, multiply the molar mass of hydrogen by the amount of substance to obtain the mass flow. That is, the mass flow rate m (unit: Kg/hr) is: the amount of substance n multiplied by the molar mass of hydrogen (unit: grams per mole), divided by one thousand (to convert grams to kilograms).
In summary, if the volume flow rate of hydrogen on the table V (unit: Nm ³/hr), the mass flow rate m (unit: Kg/hr) is calculated as: m = V × 1000 ÷ 22.4 × 2 ÷ 1000, and m = V × 2 ÷ 22.4. According to this formula, the volume flow rate of hydrogen of "Nm ³/hr" can be accurately converted into the mass flow rate of "Kg/hr".
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