Stokes to Square Meter per Second Conversion

Convert between Stokes and Square Meter per Second quickly and accurately.

From Stokes

To Square Meter per Second

m²/s

How to Convert Stokes to Square Meter per Second

Conversion Formula

1 St = 0 m²/s

1 m²/s = 10000 St

Example

Convert 15 St to m²/s:

15 St = 15 × 0 m²/s = 0.002 m²/s

Unit Information

Learn about the viscosity - kinematic units you're converting between

Stokes

Definition

The stokes is a unit of kinematic viscosity in the CGS system, named after George Gabriel Stokes. It represents the ratio of dynamic viscosity to density and is widely used in scientific and engineering applications for measuring fluid flow characteristics.

History/Origin

Named after George Gabriel Stokes, a British mathematician and physicist who made significant contributions to fluid dynamics. The stokes was the standard unit of kinematic viscosity in the CGS system and is still widely used in many industries.

Current Use

Extensively used in the petroleum industry, chemical engineering, and fluid mechanics for measuring the kinematic viscosity of oils, polymers, and other fluids. It is often more convenient than the square meter per second for practical applications.

Multiplier

Offset

Square Meter per Second

m²/s

Definition

The square meter per second is the SI unit of kinematic viscosity, representing the ratio of dynamic viscosity to density. It measures the rate at which momentum is transferred through a fluid due to molecular motion and is fundamental in fluid mechanics and heat transfer calculations.

History/Origin

This unit was established as part of the International System of Units (SI) to provide a standardized measure of kinematic viscosity. It replaced the older CGS unit of stokes in scientific and engineering applications, offering a more practical scale for most measurements.

Current Use

Widely used in fluid mechanics, heat transfer, and chemical engineering for characterizing fluid flow behavior. It is essential for calculating Reynolds numbers, Prandtl numbers, and other dimensionless parameters in engineering analysis.

Multiplier

Offset