##### Free Converter

Formular

[Value of MΩ] = [Value of yΩ] / 1.0E+30

[Value of yΩ] = [Value of MΩ] * 1.0E+30

##### yΩ(yoctoohm)

A yoctoohm (yΩ) is an incredibly small unit of electrical resistance. It is derived from the metric system prefix "yocto," which denotes a factor of 10⁻²⁴. In other words, 1 yoctoohm is equal to 1 x 10⁻²⁴ ohms. The ohm (Ω) is the standard unit of measurement for electrical resistance, and it quantifies a material's opposition to the flow of electrical current.

Though it is a valid unit, the yoctoohm is an exceptionally small measurement, and it's not commonly used in practical applications. Due to its extremely low value, yoctoohm is generally encountered only in theoretical contexts, where it can serve to describe electrical resistance at a nearly negligible level.

##### YΩ(yottaohm)

Yottaohm (YΩ) is a unit of measurement denoting Electrical Resistance in the International System of Units (SI). In the field of electrical resistance, it expresses the resistance of a conductor or resistor, which is its opposition to the flow of electric current. The unit is derived from Ohm (Ω), which is the standard SI unit for electrical resistance, named after the German scientist Georg Simon Ohm.

One yottaohm (YΩ) is equal to 1 x 10^24 ohms, which is a very large amount of resistance. This unit is not commonly used in everyday applications, mainly due to its enormous magnitude. It may be referenced in large-scale simulations or certain scientific contexts, where such extreme values of resistance might be encountered or discussed.

##### MΩ(megaohm)

In the field of electrical resistance, the unit MΩ (megaohm) is used to measure resistance levels. A megaohm is equal to one million (1,000,000) ohms, which is the standard unit of electrical resistance in the International System of Units (SI). Ohms represent the amount of resistance against the flow of electric current in a material or circuit.

Megaohms (MΩ) are typically used to express very high resistance values in electrical components, such as insulators or materials with very low conductivity. When measuring resistances in the order of millions of ohms or higher, using MΩ as the unit helps simplify and represent the values effectively.

##### mΩ(milliohm)

In the field of electrical resistance, the unit mΩ (milliohm) is used to represent a measurement of resistance values. A milliohm is one-thousandth (1/1000) of an ohm, which is the standard unit for electrical resistance. It is typically used to measure small resistance values in electrical and electronic components or circuits, where the resistance values are too small to be conveniently represented in ohms (Ω). The symbol for milliohm is mΩ, where "m" stands for milli and "Ω" for ohm.

For example, if a resistor has a resistance of 500 mΩ, it means that the resistance is 0.5 Ω (500/1000). Milliohms are particularly useful in applications such as measuring the resistance of wires, connectors, or small electronic components where the magnitude of the resistance values is usually quite small.

##### yΩ and MΩ Conversion Mapping Table

yΩ | MΩ |
---|---|

1 | 1.000000E-30 |

2 | 2.000000E-30 |

3 | 3.000000E-30 |

4 | 4.000000E-30 |

5 | 5.000000E-30 |

6 | 6.000000E-30 |

7 | 7.000000E-30 |

8 | 8.000000E-30 |

9 | 9.000000E-30 |

10 | 1.000000E-29 |

20 | 2.000000E-29 |

25 | 2.500000E-29 |

50 | 5.000000E-29 |

100 | 1.000000E-28 |

200 | 2.000000E-28 |

250 | 2.500000E-28 |

500 | 5.000000E-28 |

1000 | 1.000000E-27 |

2000 | 2.000000E-27 |

2500 | 2.500000E-27 |

5000 | 5.000000E-27 |

10000 | 1.000000E-26 |

MΩ | yΩ |
---|---|

1 | 1.000000E+30 |

2 | 2.000000E+30 |

3 | 3.000000E+30 |

4 | 4.000000E+30 |

5 | 5.000000E+30 |

6 | 6.000000E+30 |

7 | 7.000000E+30 |

8 | 8.000000E+30 |

9 | 9.000000E+30 |

10 | 1.000000E+31 |

20 | 2.000000E+31 |

25 | 2.500000E+31 |

50 | 5.000000E+31 |

100 | 1.000000E+32 |

200 | 2.000000E+32 |

250 | 2.500000E+32 |

500 | 5.000000E+32 |

1000 | 1.000000E+33 |

2000 | 2.000000E+33 |

2500 | 2.500000E+33 |

5000 | 5.000000E+33 |

10000 | 1.000000E+34 |