Property:HasPressure

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This is a property of type Quantity with display units uPa, uTorr, mPa, dyn/cm2, ubar, uatm, mTorr, Pa, kg.m-1.s-2, N.m-2, kPa{absolute}, [lb_av].[ft_i].s-2.[sft_i]-1, kgf.m-2, mm[H2O], daPa, [lbf_av].[sft_i]-1, cm[H2O], gf.cm-2, hPa, mbar, Torr, mm[Hg], [in_i'H2O], kPa, cbar, cm[Hg], [in_i'Hg], [lbf_av].[sin_i]-1, [psi], dbar, N.cm-1, [ft_i'Hg], att, kgf.cm-2, bar, atm, N.mm-2, MPa, k[lbf_av].[sin_i]-1, k[lbf_av].[in_i]-2, kgf.mm-2, hbar, kbar, GP, Mbar and input units uPa, uTorr, mPa, dyn/cm2, ubar, uatm, mTorr, Pa, kg.m-1.s-2, N.m-2, kPa{absolute}, [lb_av].[ft_i].s-2.[sft_i]-1, kgf.m-2, mm[H2O], daPa, [lbf_av].[sft_i]-1, cm[H2O], gf.cm-2, hPa, mbar, Torr, mm[Hg], [in_i'H2O], kPa, cbar, cm[Hg], [in_i'Hg], [lbf_av].[sin_i]-1, [psi], dbar, N.cm-1, [ft_i'Hg], att, kgf.cm-2, bar, atm, N.mm-2, MPa, k[lbf_av].[sin_i]-1, k[lbf_av].[in_i]-2, kgf.mm-2, hbar, kbar, GP, Mbar, is a subquantity of ForcePerArea and has base quantity ForcePerArea.

Corresponds to"Corresponds to" is a declarative predefined property to define conversion factor for some unit of a physical quantity and is provided by Semantic MediaWiki.

Pressure

1 Pa,kg.m-1.s-2,N.m-2 1000000.0 uPa 7500.637554192106 uTorr 1000.0 mPa 10.0 ubar ,dyn/cm2 9.869232667160128 uatm 7.500637554192107 mTorr 0.6719687554956544 [lb_av].[ft_i].s-2.[sft_i]-1 0.10197162129779283 kgf.m-2 ,mm[H2O] 0.1 daPa 0.02088543243614716 [lbf_av].[sft_i]-1 0.010197162129779282 cm[H2O] ,gf.cm-2 0.01 hPa ,mbar 0.007500637554192106 Torr 0.007500615758456563 mm[Hg] 0.004014773982838543 [in_i'H2O] 0.001 kPa ,cbar 0.0007500615050434136 cm[Hg] 0.0002952998016471232 [in_i'Hg] 0.00014503772517529255 [psi] ,[lbf_av].[sin_i]-1 0.0001 dbar ,N.cm-1 2.4608321648481936e-05 [ft_i'Hg] 1.0197162129779282e-05 att ,kgf.cm-2 1e-05 bar 9.869232667160129e-06 atm 1e-06 MPa ,N.mm-2 1.4503772517529256e-07 k[lbf_av].[in_i]-2 ,k[lbf_av].[sin_i]-1 1.0197162129779283e-07 kgf.mm-2 1e-07 hbar 1e-08 kbar 1e-09 GP 1e-11 Mbar

Plain text

Pressure is an effect which occurs when a force is applied on a surface. Pressure is the amount of force acting on a unit area. Pressure is distinct from stress, as the former is the ratio of the component of force normal to a surface to the surface area. Stress is a tensor that relates the vector force to the vector area.

Latex

$p={\frac {dF}{dA}}$, where $dF$ is the force component perpendicular to the surface element of area $dA$.

http://qudt.org/vocab/quantitykind/Pressure http://www.wikidata.org/entity/Q39552 http://dbpedia.org/resource/Pressure