The pressure of LP gas of 10psi is equal to: 689 millibars.
The actual conversion is: 29.92 in. Hg = 1013.25 millibars . . . both numbers represent standard sea-level pressure.
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what units are commonly used to measure airpressure how does increasing the density of gas affect its pressure how does increasing the density of gas affect its pressure what units are commonly used to measure air pressure
The Liquid will turn into gas. The boiling point corresponds to the temperature at which the vapor pressure of the liquid equals the atmospheric pressure. If the liquid is open to the atmosphere (that is, not in a sealed vessel), it is not possible to sustain a pressure greater than the atmospheric pressure, because the vapor will simply expand until its pressure equals that of the atmosphere.
0.8041 inches of mercury.
26 millibars = 0.377 psi
The pressure of LP gas of 10psi is equal to: 689 millibars.
The actual conversion is: 29.92 in. Hg = 1013.25 millibars . . . both numbers represent standard sea-level pressure.
The atmospheric pressure of 29.97 inch of mercury (32 °F) is 761.238123 millimeter Hg (0 °C) or 1.001629 atm. Scroll down to related links and use the nice calculator "Conversion of pressure or stress units".
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what units are commonly used to measure airpressure how does increasing the density of gas affect its pressure how does increasing the density of gas affect its pressure what units are commonly used to measure air pressure
1 bar is approximately equal to 1 standard atmosphere (which equals 14.7 pounds per square inch, psi). 1 psi is approx 68.95 millibars (1000 millibars = 1 bar).
0.1 atm equals 76 mm of Mercury pressure.
Fossil + pressure equals kerogen Kerogen + pressure equals bitumen Bitumen + pressure equal petroleum Petroleum + pressure equals gasoline
A year on Mercury is 88 earth-days.
The pressure of the gas is equal to the atmospheric pressure plus the difference in the heights of the mercury levels. To convert 736 mmHg to cm, divide by 1.333. Then calculate the difference in heights: 9.2 cm. Add the two values together to find the pressure of the gas.