Propylene glycol, 60 % by volume
A 60 % by volume propylene glycol solution, freeze protection to about −51 °C — the deepest worthwhile charge, and viscosity is now the design constraint.
| Phase | Liquid |
| Temperature range | -35 to 100 °C |
| Freeze protection | about -51.1 °C — full curve, 0 to 60 % |
| Source | Dow, Engineering and Operating Guide for DOWFROST and DOWFROST HD, SI tables, by volume; typical values for inhibited product |
Validated from -35 to 100 °C.
| Density | 1,049.4 kg/m³ |
| Dynamic viscosity | 10.04 mPa·s |
| Specific heat | 3.339 kJ/(kg·K) |
| Thermal conductivity | 0.302 W/(m·K) |
| Kinematic viscosity ν = µ/ρ | 9.5674 mm²/s |
| Prandtl number Pr = cpµ/k | 111 |
Click on a chart to print it with your selected value marked.
Every fluid property in these opens already filled, all from the same state — so a density and a viscosity in one calculation always describe the same fluid at the same temperature.
Glycol Loop Heat Transfer (Capacity Derate)
ρ = 1049.4cₚ = 3.339
Reynolds Number
ρ = 1049.4μ = 10.04
Prandtl Number
μ = 10.04cₚ = 3.339k = 0.302
Learning zone
Sixty percent propylene glycol is the deep end: ice at about −51 °C, and burst protection below anything a Canadian winter can produce. It is also the end of the useful range — past 60 % more glycol stops helping, because the freeze-point curve bottoms out and turns back up, and propylene glycol mixtures past the eutectic stop freezing crystalline at all, thickening into a glass instead. The curve on this site stops at 60 % for exactly that reason.
The price is viscosity, and at this concentration it is the dominant design constraint. The published table reads 10.0 mPa·s at 20 °C — ten times water — 31.3 at 0 °C, 92.0 at −15 °C, and 524 at −35 °C, the coldest row published. A pump selected on the warm numbers will not move the fluid on a design-day morning, and almost nothing stays turbulent: Reynolds numbers shrink by the same factor the viscosity grows. Systems that genuinely need this charge are sized around the cold-end viscosity first and the heat transfer second.
The other penalties are not small either: specific heat at 20 °C is 3.34 kJ/(kg·K), down 20 % from water, and thermal conductivity is 0.302 W/(m·K), barely half. Note that the property tables stop at −35 °C even though ice holds off to −51 — the manufacturer publishes no colder rows and this library does not extrapolate — so between those two temperatures the loop is protected but the properties are uncharted.