gigahertz [GHz] to rotation per minute [rpm] Converter

GHz

rpm

How to Convert gigahertz to rotation per minuterotation per minute

1 GHz = 60000000000 rpm
1 rpm = 1.6666666666666667e-11 GHz

Example: convert 65 GHz to rpm:
65 GHz = 65 x 60000000000 = 3900000000000 rpm

gigahertz

Definition: A gigahertz (symbol: GHz) is a unit of frequency equal to one billion (1,000,000,000) hertz (Hz). The hertz, in turn, is the SI unit of frequency, defined as one cycle per second.

History/origin: The gigahertz is derived from the hertz, named after the German physicist Heinrich Hertz, who made significant contributions to the understanding of electromagnetic waves. The prefix 'giga-' denotes a factor of 10^9, adhering to the SI system of units.

Current use: Gigahertz is primarily used to measure the clock speeds of modern computer processors, the frequencies of wireless communication technologies (e.g., 5G cellular networks), and radar systems. It represents very high-frequency signals and operations.

rotation per minute

Definition: Rotations per minute (rpm) is a unit of angular speed or rotational frequency. It specifies the number of complete rotations or revolutions completed in one minute.

History/origin: The concept of measuring rotational speed has been around for centuries, particularly in mechanical engineering. The specific term 'rotations per minute' became standardized with the development of machinery and engines.

Current use: RPM is commonly used to measure the speed of rotating machinery, such as engines, motors, turbines, and spinning disks (e.g., hard drives). It is a vital parameter in mechanical engineering, automotive engineering, and various industrial applications for controlling and monitoring rotational speeds.

gigahertz to rotation per minute Conversion Table

gigahertz [GHz]rotation per minute [rpm]
0.01 GHz600000000 rpm
0.1 GHz6000000000 rpm
1 GHz60000000000 rpm
10 GHz600000000000 rpm
50 GHz3000000000000 rpm
100 GHz6000000000000 rpm
1000 GHz60000000000000 rpm
10000 GHz600000000000000 rpm

Common pairs of Frequency