Plan compressor sizing with clearer ratios and temperatures. Validate multi-stage targets using practical gas properties. Export results quickly for safer field decisions everywhere daily.
| Scenario | P1 | P2 | Basis | Stages | k | T1 | Total Ratio |
|---|---|---|---|---|---|---|---|
| Small air tool station | 200 kPa | 800 kPa | Gauge | 1 | 1.40 | 25 °C | About 3.63 (abs) |
| Two-stage skid | 1.2 bar | 6.0 bar | Absolute | 2 | 1.30 | 20 °C | 5.00 |
| High lift temporary supply | 25 psi | 120 psi | Gauge | 3 | 1.28 | 86 °F | About 4.68 (abs) |
Example ratios shown for illustration; run the calculator for exact values using your atmospheric pressure.
The primary metric is the total compression ratio using absolute pressures: CR = P2(abs) / P1(abs). If gauge pressures are entered, atmospheric pressure is added before the ratio.
For equal ratio splitting across stages: CR(stage) = CR(total)^(1/N), where N is the number of stages.
Ideal temperature rise uses an exponent model: T2 = T1 · CR^((x−1)/x), where x = k (isentropic) or x = n (polytropic).
Specific work (kJ/kg) is estimated as: w = (x/(x−1))·R·T1·(CR^((x−1)/x) − 1)/η.
For construction sites using temporary compressors, absolute ratios help compare performance across elevations and weather. When ratios are high, consider staging or intercooling to reduce outlet temperatures and improve reliability.
If your application involves near-critical gases, high moisture, or strong real-gas effects, validate results with vendor curves and a detailed process model.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.