Free Engineering Tool
Oil Viscosity–Temperature Calculator
Calculate kinematic viscosity at any temperature using the Walther (ASTM D341) equation. Viscosity Index per ASTM D2270. Optimal operating range and pour point estimation.
Viscosity Results
Walther Equation (ASTM D341)
Where ν is kinematic viscosity in mm²/s (cSt), T is absolute temperature (K), and A, B are constants determined from two reference points.
Viscosity Index (ASTM D2270)
VI compares the oil’s viscosity-temperature behavior to two reference oils: L (VI=0, naphthenic) and H (VI=100, paraffinic). Higher VI = less viscosity change with temperature.
Practical Example
Given: ν₄₀=68 cSt, ν₁₀₀=8.7 cSt
Walther: A=8.8445, B=3.5912
At 80°C (353.15 K): log log(ν+0.7)=8.8445−3.5912×log(353.15)=8.8445−9.1470=−0.3025
ν = 10^(10^(−0.3025))−0.7 = 17.6 cSt
VI ≈ 98 (typical mineral oil)
ISO VG Reference Table
| ISO VG | ν at 40°C (cSt) | ν at 100°C (cSt) | Typical Application |
|---|---|---|---|
| VG 10 | 10 | 2.6 | Spindle oils, hydraulics |
| VG 22 | 22 | 4.4 | Hydraulic systems |
| VG 32 | 32 | 5.4 | Hydraulic, light bearings |
| VG 46 | 46 | 6.8 | Hydraulic, general bearings |
| VG 68 | 68 | 8.7 | Heavy hydraulic, light gears |
| VG 100 | 100 | 11.4 | Circulating, light gears |
| VG 150 | 150 | 15 | Gears, bearings |
| VG 220 | 220 | 19 | Industrial gears |
| VG 320 | 320 | 24.5 | Heavy gears, worm |
| VG 460 | 460 | 31 | Heavily loaded gears |
| VG 680 | 680 | 40 | Very heavy gears |
| VG 1000 | 1000 | 52 | Open gears |
| VG 1500 | 1500 | 68 | Open gears, wire ropes |
💡 Optimal range: Most bearings and gears operate best at 13–100 cSt. Below 13 cSt boundary lubrication risk; above 100 cSt excessive churning.