So, to convert directly from bar to pounds per square inch, you multiply by 14.503774. Or, you can find the single factor you need by dividing the A factor by the B factor.įor example, to convert from bar to pounds per square inch you would multiply by 100000 then divide by 6894.757. To convert among any units in the left column, say from A to B, you can multiply by the factor for A to convert A into Pascals then divide by the factor for B to convert out of Pascals. To convert from Pa into units in the left columnĭivide by the value in the right column or, multiply by the reciprocal, 1/x.ĥ00000 Pa / 100000 = 5 bar 1bar 14.50377Psi The pressure p in psi (Psi) is equal to the pressure p in bar (bar) times 14.50377, that conversion formula: p (Psi) p (bar) × 14.50377 How many Psi in a Bar One Bar is equal to 14. Multiply by the conversion value in the right column in the table below.ĥ bar * 100000 = 500000 Pa Result : 1 Bar 14.50377 Psi How to convert Bar to Psi 1 bar (bar) is equal to 14.50377 psi (Psi). To simply convert from any unit into pascals, for example, from 5 bar, just Where S is our starting value, C is our conversion factor, and Use this tool to calculate equivalent pressure values across a variety of measurement units, including bar, pascal (Pa or N/m 2 ), pounds per square inch (psi), millimeters of water column (mm H 2 O), inches of water column (in H 2 O), inches of mercury column (in Hg), kilogram per square centimeter (kg/cm 2 ), and pound. You can view more details on each measurement unit: bar or feet of head The SI derived unit for pressure is the pascal. How to Convert Units of PressureĬonversions are performed by using a conversion factor. By knowing the conversion factor, converting between units can become a simple multiplication problem: We assume you are converting between bar and foot of head. Some are obvious, such as pounds per square inch, but even the SI standard Pascal is actually an expression of one Newton per square meter. ![]() Since pressure is derived from force and area, many units for pressure directly relate force to area. Where P is equal to pressure, F is the normal force and A is area. ![]() Pressure is a scalar quality reflecting how force acts on a surface.
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