The emission spectrum is continuous with \(n_2\) large. As the total energy of the system increases with high electric field or high temperature, \(n_1\) can take on smaller values. The absorption lines with \(n_1=1\) are distinctive against the background of continuous emission. How small is \(n_{1}\) to be?
\(n_1=1\)
In order to generate a continuous emission spectrum, how big is \(n_2\) to be?
\(n_2=n_{\small{large}}\gt\gt 77\)
How to make \(n_2\) big? If \(n_2\) is spinning about the center of the particle, will \(n_2\) be big? The centripetal force acting against a pinch force that pull \(\psi\) away from the particle will allow more \(\psi\) to attach itself to the particle and allows \(n_2\) to increase.
Maybe...
