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28,2 [psi ] = 28,2 [pounds / square inch ] = 28,2 [ lbf /in^2] Definition 1 inch = 25,4 * 10^-3 m (metre)
28,2 [pounds / in^2] / 25,4^2 * 10^-6 [ in ^2 / m^2] =
0,04371 * 10 ^6 [pounds /m^2] Definition: 1 pound = 0,453 592 37 kg 28,2 psi = 0,04371 * 10^6 [pounds /m^2] *0,453 592 37 [kg / pound] 28,2 psi = 0,0198 * 10^6 [kg / m^2] 1 kgf = 1kg * g [m/s^2] = 1[kg]* 9,81 [m*s^-2] = 9,81N 28,2 psi = 0,0198 * 10^6 [kg / m^2] * 9,81 [N / kgf] =
0,194*10^6 [N / m²] = 194.000 Pa
Definition: 1 Pa = 1 N / m² 1kPa = 1000 Pa 28,2 psi = 194 kPa shorter 1 psi = 6,89476 kPa
28,2 psi = 28,2 [psi] * 6,89476 [kPa/psi] = 194,43 kPa Roger.
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If the absolute pressure of gas is 550.280 kPa it's gage pressure is?
The gauge pressure is the difference between the absolute pressure and atmospheric pressure. If atmospheric pressure is approximately 101.3 kPa, then the gauge pressure would be 448.980 kPa (550.280 kPa - 101.3 kPa).
A mixture of O2 H2 and N2 gases exerts a total pressure of 282 kPa. If the partial pressures of oxygen and hydrogen are 110 kPa and 106 kPa respectively what is the partial pressure of nitrogen?
Total pressure = ppO2 + ppH2 + ppN2ppN2 = Total pressure - (ppO2 + ppH2)ppN2 = 282 kPa - (110+106 kPa) = 282kPa - 216kPappN2 = 66 kPa = partial pressure of nitrogen
If a gas has a gage pressure of 206 kPa its absolute pressure is?
The absolute pressure can be calculated by adding the atmospheric pressure to the gauge pressure. If the atmospheric pressure is 101.3 kPa, then the absolute pressure of the gas would be 206 kPa + 101.3 kPa = 307.3 kPa.
Barometer reads 730 mm of mercury absolute and vacuum pressure in an apparatus is shown as a vacuum of 10kPa then this pressure is equivalent of what?
The absolute pressure in the apparatus can be calculated by converting the barometer reading to kPa, which is 97.3 kPa. The equivalent pressure in the apparatus is then 97.3 kPa - 10 kPa = 87.3 kPa.
How do you convert 345 kpa to barg?
To convert kilopascals (kPa) to bar gauge (barg), subtract the atmospheric pressure (typically around 101.3 kPa) from the given pressure. In this case, 345 kPa - 101.3 kPa = 243.7 kPa absolute. Then, convert the absolute pressure to barg by dividing by 100, as 1 bar = 100 kPa. Therefore, 243.7 kPa / 100 = 2.437 barg.
