Electricity converters
Electric Conductance Converter
Convert conductance units: siemens, mho, abmho, statmho and ohms by reciprocal.
Result
0.1 S
100 mS = 0.1 S
All units for this value
| Unit | Symbol | Value |
|---|---|---|
| Siemens | S | 0.1 |
| Kilosiemens | kS | 0.0001 |
| Millisiemens | mS | 100 |
| Microsiemens | µS | 100000 |
| Nanosiemens | nS | 100000000 |
| Mho | ℧ | 0.1 |
| Ampere per volt | A/V | 0.1 |
| Abmho | ab℧ | 1.00000e-10 |
| Statmho | stat℧ | 89875500000 |
| Ohm (resistance) | Ω | 10 |
| Kilohm (resistance) | kΩ | 0.01 |
About this calculator
Electric conductance measures how easily current flows through a component for a given applied voltage, the inverse of resistance. This converter switches between the SI siemens and its metric multiples, the older mho unit still seen in some textbooks, CGS units like abmho and statmho, and reciprocal resistance units such as ohm and kilohm.
How it works in plain English
The converter anchors every conductance unit to siemens and rescales your entered value through that common base for any pair you select. The mho is numerically identical to the siemens, since it was the original name for the unit before siemens became the standard SI term, and ampere per volt is simply another way of writing the same combination of units. Abmho and statmho come from the CGS electromagnetic and electrostatic systems respectively and carry the large or tiny conversion factors typical of those older systems.
Ohm and kilohm are also included in this list because resistance is the reciprocal of conductance: a component's conductance in siemens multiplied by its resistance in ohms always equals 1. Selecting ohm or kilohm as your target unit tells the converter to invert the entered conductance value rather than apply a simple scaling factor. Because dividing by zero has no answer, entering a conductance of exactly zero leaves the resistance entries in the table showing a dash.
Enter a value with your chosen from and to units, and the result updates immediately, backed by a full table showing that same conductance expressed in every supported unit. A precision control sets how many decimal places display, and a swap button reverses the two selected units in one click.
The formula
- value_in_target = value_in_source × (source factor to S) ÷ (target factor to S)
- 1 mho = 1 S
- 1 abmho = 1 × 10⁹ S
- resistance (Ω) = 1 ÷ conductance (S)
Worked example
Suppose a component's datasheet lists its conductance as 250 millisiemens and an electronics hobbyist wants the equivalent resistance value in ohms for a circuit calculation. Converting 250 mS to siemens gives 0.25 S, and inverting that value gives 1 ÷ 0.25 = 4 Ω.
Entering 250 into the millisiemens field with the ohm entry visible in the results table shows 4 Ω immediately, since the reciprocal units are inverted automatically. The table also reports the same 250 mS reading as 0.25 S, 250,000 µS, and roughly 2.5 × 10⁸ abmho, all computed from that one entered figure.
Typical conductance values for reference
| Item | Approximate conductance |
|---|---|
| 1 kΩ resistor | 1 mS |
| 100 Ω resistor | 10 mS |
| Human skin (dry, surface contact) | ≈0.0001-0.001 S |
| Copper wire, 1 m of 1 mm² cross-section | ≈59,500 S |
| 1 mho | 1 S |
| 1 abmho | 1 × 10⁹ S |
Standard unit definitions and general electronics references
Frequently asked questions
Is mho the same thing as siemens?
Yes, numerically. Mho was the original informal name for the unit of conductance, formed by spelling ohm backwards, before siemens was adopted as the official SI unit in 1971. Both represent exactly the same quantity, so 1 mho always equals 1 siemens with no conversion factor needed.
Why are ohm and kilohm listed inside a conductance converter?
Conductance and resistance are reciprocals of each other, so it's useful to convert directly from one into the other. Choosing ohm or kilohm as the target unit tells the converter to divide 1 by the entered conductance value instead of applying an ordinary scaling factor, giving the matching resistance directly.
Why does entering zero conductance produce a dash for resistance?
A component with zero conductance would need infinite resistance to block all current completely, and infinity cannot be displayed as a finite number. Rather than showing an error, the converter displays a dash in the resistance entries whenever the entered conductance is exactly zero.
What are abmho and statmho used for?
These come from the older CGS electromagnetic and electrostatic unit systems, which predate the SI system and occasionally still appear in historical physics texts or specialised CGS-based literature. They're included here so figures from those older sources can be converted into modern siemens without manually looking up the CGS conversion factors.
How is conductance different from conductivity?
Conductance describes a specific component or path and depends on its length, cross-sectional area, and material, while conductivity is a property of the material alone, independent of shape. This converter's separate conductivity tool handles the siemens-per-meter style units used for describing materials rather than individual components.
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