Solvent Viscosity Calculator

Model solvent viscosity from density, time, and temperature. Convert dynamic and kinematic values more accurately. Export clean results for lab reports and process checks.

Calculator

Choose a mode, enter your values, and calculate solvent viscosity from conversion, capillary, or temperature-model inputs.

Enter the measured kinematic viscosity.
Use density at the same temperature.
Enter the measured dynamic viscosity.
Use matching density for the sample.
Unit: cSt per second.
Measured capillary flow time in seconds.
Optional correction term. Leave zero if unused.
Needed only for dynamic viscosity conversion.

Optional Process Inputs

Optional. Unit: m/s.
Optional. Used for Reynolds number.
Optional. Unit: s⁻¹.

Formula Used

1) Dynamic viscosity from kinematic viscosity

μ = ν × ρ

Dynamic viscosity μ depends on kinematic viscosity ν and density ρ.

2) Kinematic viscosity from dynamic viscosity

ν = μ ÷ ρ

Kinematic viscosity shows how quickly momentum diffuses through the liquid under gravity and density effects.

3) Capillary viscometer estimate

ν = Kt - (B ÷ t)

K is the viscometer constant, t is efflux time, and B is the kinetic energy correction.

4) Two-point Andrade temperature model

ln(μ) = ln(A) + B/T

Use two known viscosity-temperature points to estimate viscosity at a new temperature for the same solvent system.

How to Use This Calculator

  1. Pick the calculation mode that matches your laboratory data.
  2. Enter viscosity, density, capillary, or temperature-model values.
  3. Keep units consistent with the selected unit menus.
  4. Add optional tube diameter, flow velocity, or shear rate.
  5. Press Calculate Viscosity to show results above the form.
  6. Download CSV for spreadsheets or PDF for reports.
  7. Use the graph to compare calculated values or temperature trends.

Example Data Table

These are illustrative example scenarios for testing the calculator. They are not certified reference values.

Sample Temperature Density Dynamic Viscosity Kinematic Viscosity Example Use
Water-like solvent 25 °C 0.997 g/cm³ 0.89 mPa·s 0.89 cSt Low-viscosity baseline check
Ethanol-like solvent 25 °C 0.789 g/cm³ 1.07 mPa·s 1.36 cSt Organic solvent conversion
Acetone-like solvent 25 °C 0.785 g/cm³ 0.32 mPa·s 0.41 cSt Fast-draining solvent profile
Glycol-rich blend 25 °C 1.060 g/cm³ 16.00 mPa·s 15.09 cSt Higher-resistance process stream

Frequently Asked Questions

1) What is the difference between dynamic and kinematic viscosity?

Dynamic viscosity measures resistance to shear. Kinematic viscosity measures that resistance after density is considered. They are linked by the relation ν = μ ÷ ρ.

2) Why does temperature matter so much for solvents?

Most solvents thin as temperature rises. Even moderate temperature changes can shift pumping behavior, mixing time, drainage rate, and capillary test results.

3) When should I use the capillary mode?

Use capillary mode when you know the viscometer constant and efflux time. It is useful for lab workflows based on timed flow through calibrated glass viscometers.

4) What does the Andrade mode estimate?

It estimates dynamic viscosity at a new temperature from two known viscosity-temperature points. This helps when direct measurement at the target temperature is unavailable.

5) Can I use cP and mPa·s interchangeably?

Yes. For practical liquid calculations, 1 cP equals 1 mPa·s. The calculator accepts either label and converts internally as needed.

6) Why is density required for some modes?

Density connects dynamic and kinematic viscosity. Without density, the calculator cannot move reliably between those two viscosity forms.

7) What is the optional Reynolds number for?

It provides a quick process-flow check using viscosity, density, tube size, and velocity. It helps you judge whether flow tends toward laminar or turbulent behavior.

8) Is this calculator suitable for non-Newtonian fluids?

Only partly. The optional shear-stress output assumes near-Newtonian behavior. Strongly non-Newtonian fluids need viscosity data at controlled shear rates and fuller rheology models.

Related Calculators

estimate number of particles from particle size distribution

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.