In this tutorial video, I am explaining how to calculate the possible energy levels and wave functions of an electron inside in an infinite potential well. The calculation starts with solving the time-independent Schrödinger equation for the one-dimensional case. The wave function is obtained using a general ansatz for differential equations and then normalizing it by integrating over the square and setting the result equal to one.
– – –Related Content– – –
"Deriving" the Schrödinger Equation: [ Ссылка ]
– – –Physics Tutorials– – –
This series covers many examples and concepts related to physics and mathematics for school and undergraduate students.
– – –YouTube Channel– – –
🔔 Subscribe for more content:
[ Ссылка ]
– – –Full Playlist– – –
▶️ Playlist: [ Ссылка ]
– – – Social Media – – –
👉 Twitter: [ Ссылка ]
👉 Discord: [ Ссылка ]
👉 Facebook: [ Ссылка ]
