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Convert Mhos to Micromhos

Mho (℧) to Micromho (µmho) electric conductance conversion — enter any value below to get an instant result, or use the table for common values.

Results from this calculator are estimates provided for general informational purposes only, based on formulas, rates, and standards commonly accepted as of 2026. Figures may differ slightly from other calculators or professional sources due to rounding methods, differing assumptions, or regional regulations, and rules may change over time. Always consult a qualified professional — such as a financial advisor, healthcare provider, or other relevant specialist — before making decisions based on these results.

The numeric value you want to convert. Decimals are accepted.

Result

1 Mho = 1000000 Micromhos

1 Micromho = 1E-06 Mhos

1 ℧ in every supported unit

Conversion chart: Mho to Micromhos

Conversion table

Mho (℧) Micromho (µmho)
0.01 ℧ 10000 µmho
0.1 ℧ 100000 µmho
1 ℧ 1000000 µmho
2 ℧ 2000000 µmho
3 ℧ 3000000 µmho
5 ℧ 5000000 µmho
10 ℧ 10000000 µmho
20 ℧ 20000000 µmho
50 ℧ 50000000 µmho
100 ℧ 1E+08 µmho
1000 ℧ 1E+09 µmho

Mho (℧)

Definition: An older, non-SI name for the unit of electrical conductance, formed by spelling "ohm" backwards to emphasize that conductance is the mathematical reciprocal of resistance. Its symbol, an upside-down omega (℧), makes the same visual pun.

History: Coined in the 19th century (commonly attributed to William Thomson, Lord Kelvin, and later popularized by engineer Oliver Heaviside) as a quick, memorable way to name the reciprocal-ohm unit before any formal standards body had settled on an official name, the mho was in widespread use throughout the 20th century.

Current use: Numerically identical to the siemens (1 mho = 1 S) and still encountered in older electrical engineering textbooks, legacy equipment nameplates, and U.S. water-quality literature, even though the siemens is now the internationally standardized name.

Micromho (µmho)

Definition: One-millionth of a mho — the direct non-SI predecessor to the modern microsiemens, and numerically identical to it (1 micromho = 1 microsiemens).

History: It was the standard way of expressing small conductance values throughout the era when "mho" was the accepted unit name, before the 1971 SI adoption of "siemens" prompted a gradual, decades-long shift in terminology across engineering and scientific literature.

Current use: Still appears in legacy water-quality, electrochemistry, and instrumentation documentation written before the terminology shift, and remains readable to anyone familiar with the modern microsiemens since the two units are exactly equal.

Supported Units

Unit Symbol In Siemens
Siemens S 1 S
Megasiemens MS 1000000 S
Kilosiemens kS 1000 S
Millisiemens mS 0.001 S
Microsiemens µS 1E-06 S
Ampere/Volt A/V 1 S
Mho ℧ 1 S
Gemmho gemmho 1E-06 S
Micromho µmho 1E-06 S
Abmho abmho 1E+09 S
Statmho statmho 1.11235E-12 S
Quantized Hall Conductance e²/h 3.87405E-05 S

About These Parameters

Value
The conductance value you want to convert, expressed in the "From" unit. Accepts decimals, and can represent anything from a picosiemens-level insulator leakage figure to a gigasiemens-scale superconductor measurement.
From Unit
The unit your input value is currently measured in — a modern component datasheet's siemens (S) rating, or a legacy figure quoted in mho, abmho, or statmho.
To Unit
The unit you want the result converted into. Use the swap button to flip From and To instantly, which is handy when translating an older mho-based figure into the modern siemens or vice versa.

How Electric Conductance Conversion Works

The Formula

Every unit here is defined by a fixed multiplier relative to the siemens. To convert a value from one unit to another:

result = value × (factor of "From" unit ÷ factor of "To" unit)

For Mho → Micromho: multiply by 1000000. For example, 1 ℧ × 1000000 = 1000000 µmho.

Conductance Is the Reciprocal of Resistance

Conductance and resistance describe the same physical relationship between voltage and current from opposite directions: resistance (ohms) measures how strongly a component opposes current flow, while conductance (siemens) measures how readily it allows current through. Because they are exact reciprocals (G = 1/R), a very good conductor — a thick copper busbar, for example — has a tiny resistance and a correspondingly large conductance, while a good insulator has a huge resistance and a conductance so small it is usually expressed in picosiemens or smaller. This reciprocal relationship is also why conductances of components wired in parallel simply add together, while their resistances do not.

From Mho to Siemens

Before 1971, the unit of conductance had no single settled name: engineers commonly called it the "mho" — "ohm" spelled backwards, with an upside-down omega (℧) as its symbol — to emphasize that it was resistance's reciprocal. The International Electrotechnical Commission formally adopted "siemens," named for Ernst Werner von Siemens, in 1935, and the unit was folded into the International System of Units in 1971, gradually displacing "mho" in textbooks, standards, and datasheets over the following decades. The two units remain numerically identical (1 mho = 1 S), so older equipment and literature that still uses "mho" converts to the modern siemens with a factor of exactly 1.

Example

A conductance of 1 ℧ equals 1000000 µmho. For scale, a typical incandescent light bulb filament has a conductance around 0.08 siemens (roughly 12 ohms of resistance), a thick copper ground strap can exceed several thousand siemens, and a high-quality electrical insulator's leakage conductance is often measured in picosiemens or smaller.

Frequently Asked Questions

How many Micromhos are in 1 Mho?

1 Mho (℧) equals exactly 1000000 Micromhos (µmho).

What is the difference between conductance and conductivity?

Conductance (siemens) describes a specific object or component's ability to conduct current — it depends on that object's size, shape, and material. Conductivity (siemens per meter) is a material property that strips out size and shape, describing how well a material conducts current per unit length regardless of the particular sample. Use this converter for whole-component conductance; use the companion Electric Conductivity Converter for the size-independent material property.

Is mho the same as siemens?

Yes — mho and siemens are numerically identical (1 mho = 1 S). "Mho" was the informal, widely used name for the unit before the International Electrotechnical Commission standardized "siemens" in 1935, and it still appears in older equipment, textbooks, and some U.S. water-quality literature.

Why is the quantized Hall conductance such a small, oddly specific number?

The quantized Hall conductance (e²/h ≈ 3.87405 × 10⁻⁵ S) is a fundamental physical constant, not a rounded engineering unit — it's built from the elementary charge (e) and the Planck constant (h). Discovered by Klaus von Klitzing in 1980, it's the exact step size by which conductance jumps in the quantum Hall effect, and because it depends only on fundamental constants, it's used today as a precision reference for realizing the ohm and siemens in metrology labs.

What are abmho and statmho used for today?

Abmho (from the CGS-EMU system) and statmho (from the CGS-ESU system) are both 19th-century units of conductance that predate the SI. They're rarely used in modern engineering, but still appear occasionally in historical physics literature and in theoretical work that frames electromagnetic calculations natively in CGS units rather than SI.

Convert Mho to Other Electric Conductance Units

Possible Electric Conductance Conversions

Mho to Kilosiemens Ampere/Volt to Millisiemens Millisiemens to Micromhos Ampere/Volt to Quantized Hall Conductances Quantized Hall Conductance to Millisiemens Megasiemens to Microsiemens Quantized Hall Conductance to Megasiemens Quantized Hall Conductance to Micromhos Microsiemens to Micromhos Gemmho to Quantized Hall Conductances Millisiemens to Quantized Hall Conductances Abmho to Amperes/Volt Microsiemens to Mhos Kilosiemens to Quantized Hall Conductances Quantized Hall Conductance to Abmhos Megasiemens to Gemmhos Mho to Quantized Hall Conductances Ampere/Volt to Mhos Siemens to Micromhos Megasiemens to Amperes/Volt Millisiemens to Gemmhos Megasiemens to Mhos Abmho to Mhos Microsiemens to Millisiemens Mho to Micromhos Megasiemens to Quantized Hall Conductances Micromho to Megasiemens Gemmho to Microsiemens Abmho to Micromhos Ampere/Volt to Statmhos Siemens to Gemmhos Gemmho to Amperes/Volt Statmho to Millisiemens Gemmho to Millisiemens Siemens to Statmhos Gemmho to Siemens Statmho to Abmhos Abmho to Millisiemens Micromho to Kilosiemens Statmho to Quantized Hall Conductances Abmho to Microsiemens Kilosiemens to Amperes/Volt Gemmho to Micromhos Ampere/Volt to Gemmhos Statmho to Mhos Kilosiemens to Microsiemens Micromho to Quantized Hall Conductances Millisiemens to Amperes/Volt Mho to Amperes/Volt Millisiemens to Kilosiemens Millisiemens to Microsiemens Siemens to Microsiemens Siemens to Megasiemens Gemmho to Kilosiemens Millisiemens to Megasiemens Microsiemens to Statmhos Megasiemens to Millisiemens Statmho to Kilosiemens Kilosiemens to Statmhos Abmho to Quantized Hall Conductances Ampere/Volt to Siemens Megasiemens to Abmhos Abmho to Gemmhos Quantized Hall Conductance to Siemens Siemens to Mhos Kilosiemens to Abmhos Abmho to Megasiemens Millisiemens to Statmhos Micromho to Millisiemens Millisiemens to Abmhos Megasiemens to Siemens Abmho to Kilosiemens Kilosiemens to Megasiemens Micromho to Siemens Microsiemens to Megasiemens Mho to Megasiemens Quantized Hall Conductance to Amperes/Volt Microsiemens to Kilosiemens Siemens to Kilosiemens Statmho to Micromhos Statmho to Amperes/Volt Ampere/Volt to Abmhos Kilosiemens to Mhos Quantized Hall Conductance to Gemmhos Megasiemens to Kilosiemens Ampere/Volt to Micromhos Microsiemens to Amperes/Volt Microsiemens to Abmhos Kilosiemens to Micromhos Millisiemens to Siemens Quantized Hall Conductance to Kilosiemens Micromho to Gemmhos Gemmho to Mhos Microsiemens to Gemmhos Siemens to Abmhos Siemens to Quantized Hall Conductances Micromho to Statmhos Statmho to Microsiemens Microsiemens to Siemens Mho to Millisiemens Microsiemens to Quantized Hall Conductances Ampere/Volt to Kilosiemens Kilosiemens to Millisiemens Quantized Hall Conductance to Mhos Micromho to Amperes/Volt Statmho to Megasiemens Ampere/Volt to Megasiemens Gemmho to Statmhos Statmho to Siemens Mho to Siemens Statmho to Gemmhos Micromho to Abmhos Ampere/Volt to Microsiemens Mho to Statmhos Mho to Gemmhos Abmho to Statmhos Gemmho to Megasiemens Megasiemens to Statmhos Micromho to Mhos Quantized Hall Conductance to Statmhos Quantized Hall Conductance to Microsiemens Megasiemens to Micromhos Kilosiemens to Siemens Kilosiemens to Gemmhos Mho to Microsiemens Millisiemens to Mhos Gemmho to Abmhos Abmho to Siemens Siemens to Millisiemens Micromho to Microsiemens Mho to Abmhos Siemens to Amperes/Volt

See also