Water = 1.0 · NaOH 50 % ≈ 1.5 · HCl 30 % ≈ 1.15
Pressure → Head @ SG 1
SI • Verified Engine- bar
- 4.000
- kg/cm²
- 4.079
- psi
- 58.015
All equivalent values
| Unit | Value |
|---|---|
| bar | 4.000 |
| kg/cm² | 4.079 |
| psi | 58.015 |
| kPa | 400.000 |
| MPa | 0.400 |
| Head @ SG 1 | 40.789 m |
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Pressure and head explained
Pressure and head are two views of the same energy
A pump adds energy to a liquid, and engineers measure that energy two ways: as pressure (force per area, in bar, kg/cm² or psi) and as head (height of liquid column, in metres). The two are linked by the liquid’s density: head is pressure divided by density times gravity. Because density varies with the liquid and its temperature, a pressure reading only means something once you know the liquid.
For water at room temperature the conversion is close to 1 bar = 10.2 m. For chemicals the specific gravity changes the picture: the same 4 bar discharge represents 40.8 m on water but only 33.9 m on 50 % caustic soda (SG 1.2). Every pump datasheet and gauge reading should be read with this in mind.
The conversion formula
Head h in metres = pressure P in bar × 10.1972 ÷ SG. The constant comes from standard gravity: 10⁵ Pa per bar divided by (1000 kg/m³ × 9.80665 m/s²). Going the other way, pressure P in bar = head h in metres × SG ÷ 10.1972.
The converter applies the formula in both directions and also shows every equivalent pressure unit — bar, kg/cm², psi, kPa and MPa — so a single entry answers nameplate, gauge and spec-sheet readings at once.
Why specific gravity matters for chemical pumps
Centrifugal pump curves are drawn in metres of head because head is independent of the liquid — a pump rated 40 m delivers 40 m whether pumping water or concentrated acid. The pressure at the discharge flange, however, scales with SG. A PTFE-lined pump moving 98 % sulphuric acid (SG ≈ 1.84) at 40 m head produces 7.4 bar, while the same pump on water produces 4 bar. That is why motor power also scales with SG, and why sizing a chemical pump on pressure alone under-sizes the motor.
Teflow’s chemical pump sizing calculator and pump power calculator build the SG into the calculation automatically, and this converter gives the quick pressure-versus-head answer for existing pumps.
Common values worth remembering
1 bar ≈ 10.2 m water · 1 kg/cm² ≈ 10 m water · 1 psi ≈ 0.70 m water · 1 MPa = 10 bar. On a 50 % NaOH line (SG ≈ 1.5), those become 6.8 m, 6.7 m and 0.47 m per unit. For concentrated sulphuric acid (SG ≈ 1.84), divide the water values by 1.84.
The same table is available instantly in the converter — enter any value and read all six columns.
Reading pump gauges in the plant
A discharge gauge on a chemical transfer pump reads pressure, not head. To compare the reading against the pump curve, convert the gauge value to head using the liquid’s SG and compare it with the curve at the operating flow. If the computed head is well below the curve, look for a worn impeller, air in the suction, or a partly closed discharge valve — the classic low-head checklist Teflow’s repair engineers run on every chemical pump.
For pressure-boosting systems feeding RO plants, the same conversion tells you whether the booster is contributing its rated head. Call +91 98251 62709 for a repair or commissioning visit across Gujarat.
Technical & Operational FAQs
Q1.How do I convert pressure to head?
Head in metres equals pressure in bar multiplied by 10.1972 and divided by the liquid’s specific gravity: h = P × 10.1972 ÷ SG. For water (SG 1.0), 1 bar is about 10.2 metres. For a denser liquid such as 50 % caustic (SG ≈ 1.5), the same pressure gives less head, around 6.8 metres per bar.
Q2.What is 1 bar in meters of water?
1 bar is approximately 10.2 metres of water column at standard gravity. The exact conversion is 10.197 metres. A related value engineers use in India: 1 kg/cm² equals almost exactly 10 metres of water (9.997 m), which is why many pump head ratings in India are quoted as "10 m per kg/cm²".
Q3.Does specific gravity affect the head?
Yes. A centrifugal pump generates the same head in metres regardless of liquid, but the pressure it produces scales with specific gravity: pressure = head × SG. A pump delivering 40 m of head produces 4 bar on water but 6 bar on a liquid with SG 1.5. That is why head, not pressure, is the correct way to compare pump curves across liquids.
Q4.How do I convert kg/cm² to meters of head?
Multiply kg/cm² by 9.997 and divide by the liquid SG. Practically, 1 kg/cm² ≈ 10 metres for water. For a 4 kg/cm² discharge on water, head is about 40 metres; on 50 % caustic (SG 1.5) it is about 26.7 metres.
Q5.What about psi — how do I convert it?
First convert psi to bar by multiplying by 0.0689 (1 psi = 0.06895 bar), then apply the pressure-to-head formula. One psi on water equals about 0.703 metres of head, so a 100 psi discharge is roughly 70 metres. The tool does both steps in one go.
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