Use Glofell's inductance conversion tool to switch between picohenries, nanohenries, microhenries, millihenries, and every other inductance unit in between. Enter a value once and instantly view its equivalent across the full scale.

Introduction
Inductance is the tendency of an electrical conductor to oppose a change in the electric current flowing through it. It does this by creating a voltage (electromotive force) across the conductor.
The concept was coined by Oliver Heaviside in February 1886. The SI unit for inductance is the Henry (H), named after Joseph Henry.
The relationship between induced voltage and current change is defined by the following formula:
Where:
While the Henry (H) is the standard unit, it is quite large for most electronics. We typically use prefixes to measure smaller values:
Below is a quick reference for converting between the most common inductance values.
| Unit | Value in Henry (H) | Conversion Example |
|---|---|---|
| Picohenry (pH) | H | 1,000 pH = 1 nH |
| Nanohenry (nH) | H | 1,000 nH = 1 H |
A complete list of inductance units used in various scientific fields.
| Unit Name | Symbol | Unit Name | Symbol |
|---|---|---|---|
| Henry | H | Exahenry | EH |
| Millihenry | mH | Petahenry | PH |
| Microhenry | H | Terahenry | TH |
| Nanohenry | nH | Gigahenry | GH |
| Picohenry | pH | Megahenry | MH |
| Femtohenry | fH | Kilohenry | kH |
| Attohenry | aH | Hectohenry | hH |
| Weber per Ampere | Wb/A | Dekahenry | daH |
| Abhenry | abH | Decihenry | dH |
| Stathenry | stH | Centihenry | cH |
| Microhenry (H) | H | 1,000 H = 1 mH |
| Millihenry (mH) | H | 1,000 mH = 1 H |
One henry (1 H) is the inductance that produces an induced voltage of one volt when the current through the coil changes at a rate of one ampere per second. In practical terms, 1 H is a relatively large value; most inductors are measured in millihenries, microhenries, or nanohenries.
You cannot convert inductance (H) directly to ohms (Ω) because they measure different properties. However, at a given frequency, an inductor’s opposition to AC current—called inductive reactance—is expressed in ohms and calculated as XL = 2πfL. To find inductance from reactance, use L = XL / (2πf). If your value is in microhenries, divide by 1,000,000 to get henries before using the formula.
The millihenry (mH) is a unit of inductance equal to one one-thousandth of a henry (10⁻³ H). It is commonly used for power-supply chokes and audio-frequency inductors. The microhenry (µH) is 10⁻⁶ H, and the nanohenry (nH) is 10⁻⁹ H.
For a single-layer air-core coil, a common approximation for inductance in microhenries is L = (N² * D²) / (18D + 40l), where N is the number of turns, D is the coil diameter in inches, and l is the coil length in inches. More precise methods involve magnetic core properties and physical geometry.
The henry is the SI unit of inductance, named after the American scientist Joseph Henry, who discovered electromagnetic induction independently around the same time as Michael Faraday. It is a derived unit that links the induced voltage to the rate of current change.
Inductance and ohms are not directly convertible. To find an inductor’s reactance in ohms, use XL = 2πfL, where f is the frequency in hertz and L is the inductance in henries. Conversely, divide reactance by 2πf to obtain inductance. Without a frequency value, conversion is not meaningful.
The SI unit of self-inductance (and mutual inductance) is the henry (H). A coil has a self-inductance of one henry if a current change of one ampere per second induces a voltage of one volt across it.
In electrical engineering, mH stands for millihenry, a unit of inductance equal to 10⁻³ henry. It is used to specify the inductance of inductors and coils in power electronics, filtering circuits, and other applications where moderate inductance values are required.
The SI unit of inductance is the henry (H). The term "1 point" may refer to a one-henry inductor. One henry produces one volt across the inductor when the current through it changes at a rate of one ampere per second.
XL is the symbol for inductive reactance, measured in ohms (Ω). It represents the opposition that an inductor offers to alternating current. The formula is XL = 2πfL, where f is the frequency in hertz and L is the inductance in henries.
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