How is Wavenumber related to visible lines in the Hydrogen spectrum?

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SUMMARY

The relationship between wavenumber and the visible lines in the Hydrogen spectrum is defined by the formula Wavenumber = 109,677(1/22 - 1/n²). This formula allows for the expression of spectral lines in terms of wavenumber, which is the number of waves per unit length. Understanding this relationship is crucial for students studying spectroscopy and the behavior of light in various applications.

PREREQUISITES
  • Understanding of basic spectroscopy concepts
  • Familiarity with the Hydrogen spectrum
  • Knowledge of wavenumber and its significance in physics
  • Basic algebra for manipulating equations
NEXT STEPS
  • Research the derivation of the Rydberg formula for hydrogen
  • Explore the concept of wavenumber in greater detail
  • Study applications of wavenumber in spectroscopy
  • Learn about the differences between wavelength and wavenumber
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Students studying physics, particularly those in high school or introductory college courses focusing on spectroscopy and atomic structure.

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It is given in my book that " If the spectral lines are expresses in terms of Wavenumber, then the visible lines of the Hydrogen spectrum obey the following formula:
Wavenumber = 109,677(1/22 - 1/n2)

Here, I cannot understand that how can the visible lines be expressed in terms of Wavenumber?
Wavenumber is the number of waves per unit length. How is it related to visible lines in the Hydrogen spectrum?
Please help. :confused:
PS- I am a student of 11th class.
 
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