Microhenry to Terahenry Converter - Inductance Converter

Use our Microhenry to Terahenry converter to convert Microhenry to Terahenry. Both Microhenry and Terahenry are units of Inductance. Convert quickly and easily between Microhenry and Terahenry using this conversion tool. You can also use our Inductance Converter to convert to various other units of Inductance.

Also learn How to Convert Microhenry and Terahenry using this Microhenry and Terahenry conversion tool to other Inductance units.

Select the current unit in the left column, the desired unit in the right column, and enter a value in the left column to generate the resulting conversion.

Formulamultiply the Inductance value by 1e+18

Microhenry Inductance Unit Conversion chart

Check out this Inductance Converter conversion table to find out what the conversion factors are between the various Inductance units:

Complete list of Inductance units for conversion, see how much 1 Microhenry is equivalent to in the below units.

1 Microhenry is equal to

UnitSymbolValue (1 Microhenry =)
ExahenryEH1e-24
PetahenryPH1e-21
TerahenryTH10e-19
GigahenryGH10e-16
AbhenryabH10e-16
MegahenryMH1e-12
kilohenrykH10e-10
HectohenryhH1e-8
DekahenrydaH1e-7
HenryH0.000001
Weber/ampereWb/A0.000001
DecihenrydH0.00001
CentihenrycH0.0001
MillihenrymH0.001
MicrohenryμH1
NanohenrynH1000
PicohenrypH1000000
FemtohenryfH1000000000
AttoohenryaH1e+12
Microhenry to Terahenry conversion table
MicrohenryTerahenry
110e-19
22e-18
33e-18
44e-18
55e-18
66e-18
77e-18
88e-18
99e-18
1010e-18
202e-17
303e-17
404e-17
505e-17
606e-17
707e-17
808e-17
909e-17
10010e-17

Common Inductance Conversions

Frequently Asked Questions

  • How can I use Inductance Converter?
    Select the current unit in the top column, the desired unit in the bottom column, and enter a value in the top left column to generate the resulting conversion.
  • What are the SI Units of Inductance?
    The SI unit of Inductance is henry.
  • What are the different units of Inductance?
    The SI unit of Inductance is henry. Alternatively, the Inductance can also be expressed in .