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Today my younger brother asked me from where does the 1 pa = 0.00750061683 mmhg formula for mercury barometer come What is the boiling point of unknown gas? He needs a way to derive it, or an academic source which can be cited
A different way to get a feeling for pressure differences is a vacuum cleaner Unknown gas a vapor pressure of 52.3mmhg at 380k and 22.1mmhg at 328k on a planet where atmospheric pressure is 50% of earths Sometimes the possible vacuum is printed in the manual
With a piece of cardboard closing the tube you can get a feeling for the force that this small pressure difference can create
I know when the pressure is reduced, the boiling temperature of water is reduced as well But how does the pressure affect the freezing point of water Then, use the ideal gas equation to calculate the number of moles per cubic meter What you're asking about is usually shown in a phase diagram
The diagram shows how the phase, i.e Liquid, gas, or one of various solid phases, exists at different temperatures and pressures If your cylinder starts at say $20 {}^ {\circ}\mathrm {c}$ and atmospheric pressure, it'll be in $\color {green} {\textbf {liquid}}$ right near the center of the diagram If you raise the pressure.
This is quite obvious when you look at numerical values
A normal blood pressure is about 120 mmhg (160 mbar) A typical atmospheric pressure is about 760 mmhg (1013.25 mbar) Since the blood pressure is lower than the atmospheric pressure, it can only be a gauge pressure The corresponding absolute pressure would be about 880 mmhg (1173 mbar).
In a certain project, i need to calculate the altitude of the current location given the current location temperature and current location pressure One possible example way to make this more intuitive is estimating the weight of the atmosphere We know that under 10 m of water the pressure in our lungs roughly doubles So a 10 m water column ($\rho_ {water}=1 g/cm^3, \rho_ {air} =$ dependent on altitude) is equal in weight to the atmosphere above it
To estimate the total weight of the atmosphere (if you e.g
Want to compare the observed.
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