Shanxian Chemical
SUPPLEMENTS
Balmer Series Hydrogen Wavelengths
"The Balmer wavelength of hydrogen"
The spectrum of hydrogen has the Balmer system, and the law of its wavelength is very wonderful. The Balmer system is an important lineage in the visible part of the spectrum of hydrogen atoms.
In the galaxy, the wavelength is calculated according to a specific formula. The formula is $\ frac {1} {\ lambda} = R_H (\ frac {1} {2 ^ {2}} -\ frac {1} {n ^ {2}}) $, where $\ lambda $is the wavelength, $R_H $is the Rydberg constant, and $n $is an integer greater than 2, such as $n = 3,4,5,\ cdots $.
When $n = 3 $, substitute into the formula to get the wavelength $\ lambda_1 $. After calculation, the value of $\ lambda_1 $is specific, which is one of the important wavelengths in the Balmer system. According to this, when $n $takes different values, the corresponding wavelengths can be calculated, forming the wavelengths of the Balmer system.
The wavelengths of the Balmer system are of great significance in many fields such as optics and atomic physics. Scholars use this system to study the wavelengths to understand the internal structure of hydrogen atoms, to understand the mystery of atomic energy levels, and then to explore the microscopic state of matter, which is of great help to the progress of science.
The spectrum of hydrogen has the Balmer system, and the law of its wavelength is very wonderful. The Balmer system is an important lineage in the visible part of the spectrum of hydrogen atoms.
In the galaxy, the wavelength is calculated according to a specific formula. The formula is $\ frac {1} {\ lambda} = R_H (\ frac {1} {2 ^ {2}} -\ frac {1} {n ^ {2}}) $, where $\ lambda $is the wavelength, $R_H $is the Rydberg constant, and $n $is an integer greater than 2, such as $n = 3,4,5,\ cdots $.
When $n = 3 $, substitute into the formula to get the wavelength $\ lambda_1 $. After calculation, the value of $\ lambda_1 $is specific, which is one of the important wavelengths in the Balmer system. According to this, when $n $takes different values, the corresponding wavelengths can be calculated, forming the wavelengths of the Balmer system.
The wavelengths of the Balmer system are of great significance in many fields such as optics and atomic physics. Scholars use this system to study the wavelengths to understand the internal structure of hydrogen atoms, to understand the mystery of atomic energy levels, and then to explore the microscopic state of matter, which is of great help to the progress of science.
Scan to WhatsApp
