##### Free Converter

Formular

[Value of Ω] = [Value of pΩ] / 1000000000000

[Value of pΩ] = [Value of Ω] * 1000000000000

##### PΩ(petaohm)

A petaohm (PΩ) is a unit of electrical resistance in the International System of Units (SI). It represents one quadrillion (10^15) ohms, which is a measure of the amount of resistance a material or component provides against the flow of electric current. This unit is used primarily for very large resistances, such as those found in insulators or high-voltage transmission systems.

An ohm (Ω) is the basic unit of electrical resistance, named after Georg Simon Ohm, a German physicist who formulated Ohm's Law. In SI derived units, 1 ohm is equivalent to one volt per ampere (V/A). To represent increasingly larger resistances, engineers and scientists use prefixes like kiloohm (kΩ), megaohm (MΩ), gigaohm (GΩ), and ultimately, petaohm (PΩ).

##### pΩ(picoohm)

In the field of electrical resistance, a picoohm (pΩ) is a unit representing extremely small resistance values. The term "pico" is derived from the Italian word "piccolo," meaning small, and it is a unit prefix in the International System of Units (SI), which denotes a factor of 10^(-12) or 0.000000000001.

A picoohm is equal to 0.000000000001 ohms (1x10^(-12) Ω), where an ohm (Ω) is the standard unit of electrical resistance. Electrical resistance is a property of conductive materials that determines how much they resist the flow of electric current. A smaller resistance value implies that the material allows electricity to pass more easily, while larger values mean it is more resistive.

Picoohm measurements are typically used when dealing with very small resistance values, such as studying the resistance of thin films or nanostructures, superconducting materials, or in specific scientific applications, like in advanced physics research.

##### Ω(ohm)

Ohm (Ω) is the unit of electrical resistance, represented by the Greek letter omega (Ω), in the International System of Units (SI). Electrical resistance measures how much an electrical conductor opposes the flow of electric current through it. The ohm is defined as the resistance between two points in a conductor when a constant potential difference of one volt, applied to these points, produces a current of one ampere through the conductor.

In simpler terms, a conductor with a resistance of one ohm would allow a current flow of one ampere when the applied voltage is one volt. Higher resistance means that the material is less conductive and hence opposes the flow of electric current to a greater extent. The concept of resistance is crucial in the design and analysis of electrical circuits, especially in determining the proper flow of current through a circuit and understanding how different components (such as resistors) affect the performance and efficiency of the system.

##### pΩ and Ω Conversion Mapping Table

pΩ | Ω |
---|---|

1 | 1.000000E-12 |

2 | 2.000000E-12 |

3 | 3.000000E-12 |

4 | 4.000000E-12 |

5 | 5.000000E-12 |

6 | 6.000000E-12 |

7 | 7.000000E-12 |

8 | 8.000000E-12 |

9 | 9.000000E-12 |

10 | 1.000000E-11 |

20 | 2.000000E-11 |

25 | 2.500000E-11 |

50 | 5.000000E-11 |

100 | 1.000000E-10 |

200 | 2.000000E-10 |

250 | 2.500000E-10 |

500 | 5.000000E-10 |

1000 | 1.000000E-9 |

2000 | 2.000000E-9 |

2500 | 2.500000E-9 |

5000 | 5.000000E-9 |

10000 | 1.000000E-8 |

Ω | pΩ |
---|---|

1 | 1.000000E+12 |

2 | 2.000000E+12 |

3 | 3.000000E+12 |

4 | 4.000000E+12 |

5 | 5.000000E+12 |

6 | 6.000000E+12 |

7 | 7.000000E+12 |

8 | 8.000000E+12 |

9 | 9.000000E+12 |

10 | 1.000000E+13 |

20 | 2.000000E+13 |

25 | 2.500000E+13 |

50 | 5.000000E+13 |

100 | 1.000000E+14 |

200 | 2.000000E+14 |

250 | 2.500000E+14 |

500 | 5.000000E+14 |

1000 | 1.000000E+15 |

2000 | 2.000000E+15 |

2500 | 2.500000E+15 |

5000 | 5.000000E+15 |

10000 | 1.000000E+16 |