| Unit | Equivalent value |
|---|
Show reference formula
value_Pa = value × factor[from_unit]
result_unit = value_Pa ÷ factor[result_unit]
e.g. 1 bar = 100 000 Pa · 1 psi = 6 894.757 Pa · 1 atm = 101 325 Pa
| Unit | / second | / minute | / hour | / day |
|---|
The highlighted cell matches what you entered above. Every other cell is that same flow rate re-expressed in a different unit/time combination — e.g. read the bbl row's / day column for oil bbl/day, or the MMSCF row's / day column for MMSCFD.
Show reference formula
value_base/s = value × unit_factor ÷ time_seconds
result_cell = value_base/s ÷ unit_factor[row] × time_seconds[column]
MMSCF uses standard conditions (60°F, 14.696 psia). Converting between volumetric and mass flow requires fluid density — not included here.
Show reference formula
Higher ratio → instrument holds accuracy over a wider range.
SG1 process fluid · L span between taps · h transmitter offset below lower tap. The upper side is open to atmosphere, so only one process connection is needed.
SG1 process fluid · L span between taps · h transmitter offset below lower tap. The dry leg carries vapor pressure only — its length adds no column weight, so vapor pressure cancels out of the DP.
SG1 process fluid · SG2 wet-leg fill fluid · L span between taps · h transmitter offset below lower tap · H wet leg height, transmitter to upper tap. HP = process (dry, short leg) · LP = reference (wet, filled leg) — same layout as the diagram you shared.
Show reference formula
Show reference formula
Flow rate: Q = V × A
Velocity: V = Q ÷ A
Electromagnetic flow meters typically need 0.3–10 m/s line velocity for a reliable, low-noise signal — outside that band, accuracy and repeatability degrade even though the meter still reads.
Show reference formula
Signal = Signal_lo + % × (Signal_hi − Signal_lo)
(Signal → PV runs the same equations in reverse.)
