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Water Dynamic Kinematic Viscosity

Reference data and engineering information about water dynamic kinematic viscosity for fluid mechanics applications.

waterdynamickinematicviscosityData Table

Overview

Water viscosity is a critical fluid property for pipe sizing, pump selection, heat exchanger design, and Reynolds number calculations. Both dynamic viscosity (μ\mu) and kinematic viscosity (ν\nu) decrease strongly with temperature and are nearly independent of pressure below 100 °C at atmospheric conditions.

The data below applies to liquid water at saturation pressure. For practical purposes this matches atmospheric-pressure values at temperatures below 100 °C.

Key Formulas

Dynamic–Kinematic Relationship

ν=μρ\nu = \frac{\mu}{\rho}

Kinematic viscosity equals dynamic viscosity divided by density.

Vogel–Fulcher–Tammann (VFT) Estimation

μ(T)=Aexp ⁣(BTC)\mu(T) = A \cdot \exp\!\left(\frac{B}{T - C}\right)

Fitted constants for water: A2.414×105A \approx 2.414 \times 10^{-5} Pa·s, B247.8B \approx 247.8 K, C140C \approx 140 K. Temperature TT is in Kelvin. Valid for liquid water from roughly 0 °C to 370 °C.

Reynolds Number

Re=ρvDμRe = \frac{\rho \, v \, D}{\mu}

Determines whether flow is laminar (Re<2300Re < 2300), transitional, or turbulent (Re>4000Re > 4000) in pipes.

Variables

SymbolDescriptionTypical Unit
μ\muDynamic (absolute) viscosityPa·s or cP
ν\nuKinematic viscositym²/s or cSt
ρ\rhoDensitykg/m³
TTTemperatureK, °C, or °F
vvFlow velocitym/s
DDPipe diameterm
ReReReynolds numberdimensionless

Reference Data

Water Viscosity vs Temperature (Celsius)

16 rows
Dynamic and kinematic viscosity of liquid water at saturation pressure (SI)
Temperature(°C)
Sat. Pressure(MPa)
Dynamic Viscosity(cP (mPa·s))
Kinematic Viscosity(mm²/s (cSt))
00.0006121.79141.7918
100.00121.3061.3065
200.00231.00161.0035
250.00320.890.8927
300.00420.79720.8007
400.00740.65270.6579
500.01240.54650.5531
600.01990.4660.474
700.03120.40350.4127
800.04740.3540.3643
900.07020.31420.3255
1000.1010.28160.2938
1100.1430.25460.2677
1200.1990.2320.246
1400.3620.19660.2123
1600.6180.17040.1878

Source: engineeringtoolbox.com

Water Viscosity vs Temperature (Fahrenheit)

14 rows
Dynamic and kinematic viscosity of liquid water at saturation pressure (Imperial)
Temperature(°F)
Sat. Pressure(psi)
Dynamic Viscosity(lbf·s/ft² ×10⁻⁵)
Dynamic Viscosity(cP (mPa·s))
Kinematic Viscosity(ft²/s ×10⁻⁵)
320.09513.74141.79141.9287
390.1183.28011.57051.6906
500.17812.72761.3061.4063
600.25632.34051.12061.2075
700.36342.03370.97371.0503
800.50761.78880.85650.925
900.69921.58960.76110.8234
1000.95061.42430.6820.7392
1101.2771.28470.61510.6682
1201.6951.16520.55790.6075
1302.2261.0620.50850.5551
1402.8930.97330.4660.5102
1503.7230.8950.42850.4706
1604.7470.82790.39640.4367

Source: engineeringtoolbox.com

Interactive Charts

Water Viscosity vs Temperature at Saturation Pressure (0–360 °C)

Water Viscosity vs Temperature at Saturation Pressure (32–675 °F)

Water Relative Viscosity vs Pressure and Temperature

Online Water Viscosity Calculator

Water Dynamic and Kinematic Viscosity

Reynolds Number Calculator

Use this calculator to estimate the Reynolds number for water flowing in a pipe at a given temperature. Dynamic viscosity is interpolated from the source table.

Pipe Flow Reynolds Number

Unit Conversions

Dynamic Viscosity

FromTo Pa·sTo cPTo lb/(ft·s)
1 Pa·s11 0000.6722
1 cP0.00116.722 × 10⁻⁴
1 lb/(ft·s)1.48821 488.21
1 lb/(ft·h)4.134 × 10⁻⁴0.41342.778 × 10⁻⁴
1 P (poise)0.11000.06722

Kinematic Viscosity

FromTo m²/sTo cStTo ft²/s
1 m²/s11 × 10⁶10.7639
1 cSt1 × 10⁻⁶11.0764 × 10⁻⁵
1 St (stoke)1 × 10⁻⁴1001.0764 × 10⁻³
1 ft²/s0.0929092 9031

Restored Original Source Tables

The following tables are restored from the original source page to preserve the complete reference data.

Water - Dynamic (Absolute) and Kinematic Viscosity vs. Temperature and Pressure

26 rows
Water - Dynamic (Absolute) and Kinematic Viscosity vs. Temperature and Pressure
°C(°C)
MPa(MPa)
Pa s), (N s/m2(Pa s), (N s/m2)
cP), (mPa s(cP), (mPa s)
lbf s/ft2 ×10-5(lbf s/ft2 ×10-5)
m2/s ×10-6), (cSt)(m2/s ×10-6), (cSt))
0.010.0006120.00179141.79143.74141.7918
100.00120.0013061.3062.72761.3065
200.00230.00100161.00162.09191.0035
250.00320.000890.890041.85890.8927
300.00420.00079720.797221.6650.8007
400.00740.00065270.652721.36320.6579
500.01240.00054650.54651.14140.5531
600.01990.0004660.466020.97330.474
700.03120.00040350.403530.84280.4127
800.04740.0003540.354040.73940.3643
900.07020.00031420.314170.65620.3255
1000.1010.00028160.281580.58810.2938
1100.1430.00025460.254610.53180.2677
1200.1990.0002320.232030.48460.246
1400.3620.00019660.196640.41070.2123
1600.6180.00017040.170430.35590.1878
18010.00015040.150380.31410.1695
2001.550.00013460.134580.28110.1556
2202.320.00012180.121770.25430.1449
2403.350.00011110.111060.2320.1365
2604.690.00010180.101810.21260.1299
2806.420.00009360.093550.19540.1247
3008.590.00008590.085860.17930.1206
32011.30.00007830.078310.16360.1174
34014.60.00007030.070330.14690.1152
36018.70.00006030.060310.1260.1143

Source: engineeringtoolbox.com

Water - Dynamic (Absolute) and Kinematic Viscosity vs. Temperature and Pressure

35 rows
Water - Dynamic (Absolute) and Kinematic Viscosity vs. Temperature and Pressure
°F(°F)
psi(psi)
lbf s/ft2 ×10-5(lbf s/ft2 ×10-5)
lbm/(ft h)(lbm/(ft h))
cP), (mPa s(cP), (mPa s)
ft2/s ×10-5(ft2/s ×10-5)
32.020.95063.74144.33361.79141.9287
340.09623.60474.17521.72591.8579
39.20.1183.28013.79921.57051.6906
400.12173.2343.74581.54841.6668
500.17812.72763.15931.3061.4063
600.25632.34052.71091.12061.2075
700.36342.03372.35560.97371.0503
800.50761.78882.07190.85650.925
900.69921.58961.84110.76110.8234
1000.95061.42431.64970.6820.7392
1101.2771.28471.4880.61510.6682
1201.6951.16521.34960.55790.6075
1302.2261.0621.230.50850.5551
1402.8930.97331.12730.4660.5102
1503.7230.8951.03660.42850.4706
1604.7470.82790.95890.39640.4367
17060.76980.89160.36860.4074
1807.520.71920.8330.34440.382
1909.3490.67450.78130.3230.3596
20011.5370.630.72970.30160.3371
21214.710.58810.68120.28160.3163
22017.2030.56190.65080.2690.3032
24025.0010.5050.5850.24180.275
26035.2630.45750.52990.21910.2515
28049.2860.41760.48370.20.232
30067.2640.3840.44480.18390.2157
350134.730.32020.37080.15330.1853
400247.010.2750.31850.13170.1648
450422.320.24040.27850.11510.1504
500680.560.21260.24630.10180.1398
55010450.18880.21870.09040.1322
6001542.10.16730.19370.08010.127
6251851.20.15620.18090.07480.1252
6502207.80.14380.16660.06890.1239
6752618.70.12920.14960.06190.123

Source: engineeringtoolbox.com

Original Source Images

The following original source images are preserved to avoid losing visual reference material. When an image contains chart or tabular data, its extracted values are represented in the page tables, calculators, or interactive charts; remaining images are retained as visual source references.

water_viscosity water_viscosity water_temp_pressure_viscosity

The original source includes a related mobile apps section for Engineering ToolBox calculators and reference tools. The calculation content from that section is represented here by the interactive viscosity, Reynolds number, and unit-conversion calculators above.

Engineering Notes

  • Temperature range: Tabulated saturation-pressure data is valid from 0 °C (32 °F) to 360 °C (675 °F). The online calculator note on the source page extends to about 370 °C (700 °F), but the plotted table values stop at 360 °C / 675 °F.
  • Pressure effect: Below 100 °C, pressure has negligible influence on viscosity. Above ~200 °C, use saturation-pressure data rather than atmospheric assumptions.
  • Pipe flow rule of thumb: At 20 °C the kinematic viscosity is ~1 cSt. For a 25 mm pipe at 1 m/s, Re25,000Re \approx 25{,}000 — well into the turbulent regime. At 60 °C the same conditions give Re53,000Re \approx 53{,}000.
  • Viscosity ratio: Dynamic viscosity at 80 °C is roughly half the 10 °C value. Temperature-controlled processes must account for this strong variation.
  • Impurities: Dissolved salts, glycol, or other additives change water viscosity significantly. The tables here apply to pure water only.
  • Kinematic vs dynamic: Dynamic viscosity (μ\mu) is used directly in momentum equations and Reynolds number. Kinematic viscosity (ν\nu) is convenient for gravity-driven flows and open-channel problems.

References