Unit definitions

Volt

The volt is the SI unit of electric potential. One volt is defined as the electric potential difference between two points on a conducting wire carrying one ampere of current and dissipating one watt of power.

Microvolt

$\frac{1}{10^{6}} \ \text{V}$ is a microvolt.

How to convert Volt to Microvolt

$$\text{Electric Potential}_{\text{μV}} = \text{Electric Potential}_{\text{V}} \cdot {10}^{6}$$

Examples

Example 1

Convert $25.0\ \text{V}$ to $\text{μV}$.

$$\text{Electric Potential}_{\text{μV}} = 25.0 \cdot {10}^{6}$$

$$\text{Electric Potential}_{\text{μV}} = 25000000$$

$$\therefore \ 25.0\ \text{V} = 25000000 \ \text{μV}$$

Example 2

Convert $60.0\ \text{V}$ to $\text{μV}$.

$$\text{Electric Potential}_{\text{μV}} = 60.0 \cdot {10}^{6}$$

$$\text{Electric Potential}_{\text{μV}} = 60000000$$

$$\therefore \ 60.0\ \text{V} = 60000000 \ \text{μV}$$

Example 3

Convert $110.0\ \text{V}$ to $\text{μV}$.

$$\text{Electric Potential}_{\text{μV}} = 110.0 \cdot {10}^{6}$$

$$\text{Electric Potential}_{\text{μV}} = 110000000$$

$$\therefore \ 110.0\ \text{V} = 110000000 \ \text{μV}$$

Example 4

Convert $130.0\ \text{V}$ to $\text{μV}$.

$$\text{Electric Potential}_{\text{μV}} = 130.0 \cdot {10}^{6}$$

$$\text{Electric Potential}_{\text{μV}} = 130000000$$

$$\therefore \ 130.0\ \text{V} = 130000000 \ \text{μV}$$

Example 5

Convert $160.0\ \text{V}$ to $\text{μV}$.

$$\text{Electric Potential}_{\text{μV}} = 160.0 \cdot {10}^{6}$$

$$\text{Electric Potential}_{\text{μV}} = 160000000$$

$$\therefore \ 160.0\ \text{V} = 160000000 \ \text{μV}$$

Volt to Microvolt conversion table

Volt to Microvolt conversion table

Volt [V]	Microvolt [μV]
1	1E+6
2	2E+6
3	3E+6
4	4E+6
5	5E+6
6	6E+6
7	7E+6
8	8E+6
9	9E+6
10	1E+7

Convert Volt to other Electric Potential units

Convert Volt to other Electric Potential units

Volt [V]	Other unit
1	1E+3 Millivolt [mV]
1	1E+9 Nanovolt [nV]
1	1E+12 Picovolt [pV]
1	0.001 Kilovolt [kV]
1	0.000001 Megavolt [MV]
1	1E-9 Gigavolt [GV]