# Planck Constant

Tags: Constant Electrical Magnetic

Planck constant, abbreviated as h, is a fundamental physical constant that relates the energy of one photon of electromagnetic waves to the frequency of that wave used in classic mechanics and quantum mechanics. Planck units are based on physical constants rather than human scales. It is named after the German physicist Max Planck, who introduced it in 1900 as part of his groundbreaking work on the theory of black body radiation.

The significance of the Planck constant arises in the context of Planck's law, which describes the spectral distribution of electromagnetic radiation emitted by a black body. It also plays a central role in Heisenberg's uncertainty principle, which states that there is a fundamental limit to the precision with which certain pairs of properties, such as position and momentum, can be simultaneously known.

## Planck Constant Formula |
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\(\large{ E = h \; f }\) (Planck Constant) \(\large{ h = \frac{ E }{ f } }\) \(\large{ f = \frac{ E }{ h } }\) |
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Symbol |
English |
Metric |

\(\large{ E }\) = energy | \(\large{ lbf-ft }\) | \(\large{ J }\) |

\(\large{ f }\) = frequency | \(\large{Hz}\) | \(\large{s{-1}}\) |

\(\large{ h }\) = Planck constant | \(\large{\frac{lbf-ft}{sec}}\) | \(\large{J-s}\) |

## Planck Constant |
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\(\large{h = 6.6260693\;x\; 10^{-34} \;\; J-s }\) (Planck Constant) \(\large{ l_p = 1.616, 229 \;x\;10^{-35}\;m }\) (Planck Length) \(\large{ m_p = 2.176, 435 \;x\;10^{-8}\;kg }\) (Planck Mass) \(\large{ t_p = 5.391, 247 \;x\;10^{-44}\;s }\) (Planck Time) \(\large{ E_p = 1.956 \;x\;10^{9}\;J }\) (Planck Energy) \(\large{ T_p = 1.416, 785 \;x\;10^{32}\;K }\) (Planck Temperature) |

Tags: Constant Electrical Magnetic