Electric Conductance Converter

Convert between electric conductance units including Siemens, millisiemens, mhos, and more.

1 S =

1,000

Millisiemens (mS)

1 S in all units

Siemens (S)1
Millisiemens (mS)1,000
Microsiemens (uS)10,00,000
Nanosiemens (nS)1.000000e+9
Kilosiemens (kS)0.001
Mhos (mho)1
Millimhos (mmho)1,000
Micromhos (umho)10,00,000
Abmhos (abmho)1.000000e-9

Quick Reference

1 Siemens

= 1 Mho

1 S

= 1000 mS

Symbol

G (conductance)

Relation

G = 1/R

What is Electric Conductance?

Electric conductance is a measure of how easily electric current flows through a material or component. It is the reciprocal of electrical resistance, meaning that a material with high conductance allows current to pass through it with very little opposition. Conductance quantifies the ability of a circuit element to allow the flow of electric charge, and it plays a central role in the analysis and design of electrical circuits.

The concept of conductance is particularly useful when analyzing parallel circuits, where multiple pathways exist for current to flow. In such cases, conductances can be added directly, just as resistances are added in series. This makes conductance a convenient tool for engineers working with complex networks of resistors, capacitors, and other components.

Conductance is represented by the letter G and is measured in units of Siemens (S), named after the German engineer Ernst Werner von Siemens. One Siemens is defined as one ampere of current flowing per volt of potential difference. The older unit, the mho (ohm spelled backward), is still encountered in some texts and schematics, and it is numerically identical to the Siemens.

Understanding conductance is essential in electronics, telecommunications, power systems, and materials science. Whether you are designing a printed circuit board, analyzing transmission lines, or studying the properties of conductive materials, being able to convert between conductance units ensures accurate calculations and clear communication across different measurement systems.

The Conductance Conversion Formula

Converting between conductance units follows a straightforward multiplication principle. Every conductance unit has a known relationship to the base unit, the Siemens. To convert from one unit to another, you multiply the input value by the ratio of the source unit's conversion factor to the target unit's conversion factor.

Conductance Unit Conversion

G_target = G_source × (factor_source / factor_target)

Where:

  • G_source= Conductance value in the source unit
  • factor_source= Conversion factor from the source unit to Siemens
  • factor_target= Conversion factor from the target unit to Siemens
  • G_target= Resulting conductance in the target unit

Common Conductance Units

Several conductance units are commonly used across different fields and applications:

  • Siemens (S): The SI derived unit for conductance, universally used in science and engineering. One Siemens equals one ampere per volt.
  • Millisiemens (mS): One thousandth of a Siemens, commonly used in biomedical measurements such as skin conductance and in low-power electronics.
  • Microsiemens (µS): One millionth of a Siemens, frequently used in water quality measurements and chemical analysis where conductance values are very small.
  • Nanosiemens (nS): One billionth of a Siemens, used in precision measurements of insulating materials and semiconductor characterization.
  • Kilosiemens (kS): One thousand Siemens, encountered in high-power industrial applications such as electroplating and electrolysis.
  • Mhos (mho): The historical unit equal to one Siemens. Still found in legacy schematics and some textbook problems.
  • Abmhos (abmho): The CGS (centimeter-gram-second) electromagnetic unit of conductance, equal to one billion Siemens.

Each unit serves a specific range of measurement. Microsiemens and nanosiemens are ideal for characterizing insulators and high-resistance materials, while kilosiemens and abmhos are used in contexts involving very high conductance values.

How to Use This Calculator

Follow these steps to convert between electric conductance units:

  1. Enter the value: Type the numerical conductance value you want to convert into the input field.
  2. Select the source unit: Choose the unit you are converting from using the "From" dropdown. Options include Siemens, millisiemens, microsiemens, nanosiemens, kilosiemens, mhos, and more.
  3. Select the target unit: Choose the unit you want to convert to using the "To" dropdown menu.
  4. Read the result: The converted value appears instantly in the result display. Use the swap button to quickly reverse the conversion direction.
  5. View all conversions: The calculator also shows your input value converted into every available unit simultaneously, making it easy to compare across all measurement scales at once.

Real-World Applications

Electric conductance measurements are vital across many industries. In electronics manufacturing, conductance testing is used to verify the quality of solder joints, PCB traces, and cable connections. A unexpected drop in conductance can indicate a cold solder joint, corrosion, or a cracked trace that needs repair.

Water quality monitoring relies heavily on conductance measurements. The electrical conductivity of water indicates the concentration of dissolved ions, which correlates with total dissolved solids (TDS). Pure deionized water has a conductance below 1 µS/cm, while seawater measures approximately 50,000 µS/cm. Municipal water treatment plants continuously monitor conductance to ensure water purity and regulatory compliance.

In biomedical applications, skin conductance (also called galvanic skin response or GSR) is measured in microsiemens and is used in lie detectors, stress monitoring, and psychological research. Changes in skin conductance reflect sweat gland activity, which is controlled by the sympathetic nervous system and responds to emotional arousal.

Power systems engineers use conductance to model leakage paths in high-voltage insulators and cables. Understanding these conductance values helps predict insulation breakdown and prevents catastrophic failures in electrical grids.

Worked Examples

Converting Siemens to Millisiemens

Problem:

A component has a conductance of 2.5 Siemens. What is this value in millisiemens?

Solution Steps:

  1. 1Identify the conversion factor: 1 S = 1000 mS
  2. 2Multiply the value by the factor: 2.5 × 1000
  3. 3Calculate the result: 2500 mS

Result:

2.5 S equals 2500 mS

Converting Mhos to Siemens

Problem:

A legacy schematic shows a conductance of 0.005 mhos. Convert this to Siemens.

Solution Steps:

  1. 1Identify the conversion factor: 1 mho = 1 S (they are equivalent)
  2. 2Multiply: 0.005 × 1 = 0.005 S
  3. 3Verify: the mho is numerically identical to the Siemens

Result:

0.005 mhos equals 0.005 S

Converting Microsiemens to Nanosiemens

Problem:

A water sample has a conductance of 150 µS/cm. Express this in nanosiemens.

Solution Steps:

  1. 1Identify the conversion factor: 1 µS = 1000 nS
  2. 2Multiply: 150 × 1000
  3. 3Calculate: 150,000 nS

Result:

150 µS equals 150,000 nS

Tips & Best Practices

  • Remember that conductance is the reciprocal of resistance: G = 1/R.
  • Use millisiemens (mS) for typical electronic component measurements.
  • Use microsiemens (µS) for water quality and biomedical measurements.
  • The mho and Siemens are equivalent — 1 mho = 1 S.
  • In parallel circuits, total conductance is the sum of individual conductances.
  • When troubleshooting, unexpected conductance changes can indicate corrosion or component failure.

Frequently Asked Questions

Conductance is the mathematical reciprocal of resistance. If a component has a resistance of R ohms, its conductance is G = 1/R Siemens. This means that as resistance increases, conductance decreases, and vice versa. Conductance is particularly useful when analyzing parallel circuits because parallel conductances simply add together.
The Siemens unit is named after Ernst Werner von Siemens, a German engineer and industrialist who made significant contributions to electrical engineering. The International System of Units (SI) adopted the Siemens as the derived unit for electrical conductance in his honor. Before the Siemens was standardized, the mho unit was commonly used.
Siemens and mhos are numerically identical units of conductance. The mho was created by spelling ohm backward to reflect the reciprocal relationship between resistance and conductance. While the mho is still encountered in some legacy documents and schematics, the Siemens is the officially recognized SI unit and is preferred in modern engineering practice.
Conductance can be measured directly using a conductance meter or LCR meter, or it can be calculated from a resistance measurement by taking the reciprocal. In laboratory settings, a four-terminal sensing (Kelvin) measurement technique is often used to eliminate lead resistance errors. For water quality testing, portable conductivity meters are widely available and provide readings in µS/cm or mS/cm.
Copper has a very high conductance (approximately 59.6 × 10⁶ S/m), making it excellent for electrical wiring. Salt water has a conductance of roughly 5 S/m, while pure deionized water measures about 5.5 × 10⁻⁶ S/m. Air is an excellent insulator with extremely low conductance, which is why it is used as a dielectric in capacitors and transmission lines.

Sources & References

Last updated: 2026-06-06

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Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: NIST Guide to SI Units

by National Institute of Standards

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.