Confinement and Quantization: Part 1

[@wisanuboonrawd6689]

Great lecture. Very clear to understand from fundamental.

[@MrMGA06]

you are simply awesome... thanks.

[@dhanabalshanmugam7559]

Fantastic explanation Professor!! Thank you!!!

[@sjhaji]

Yeah Sir very specific but one question always quenching my mind about applide voltage/current

[@Ravikumar-dl5wg]

Excellent analogy to explain Quantization in potential well

[@newtonbarbosa2730]

Congratulations Professor. Very nice class!!!

[@dilawarabbas1469]

Outclass lecture

[@chaudry123]

Absolutely awesome

[@MrSfchin]

what constitutes a potential well in atoms ? and how to calculate the width of a potential well ?

[@mrinmoymandal2695]

soon fatt Chin follow quantum mechanics by H.C.Verma

[@alokkumar3703]

fermi energy is define at 0 k.but u r showing here for non zero temperature.how? at 0 k, there will not be any free e lectron .

[@rajatkamboj230]

The situation he is explaining is at 0 K. The nearly free electrons are filled up to fermi energy. Point to keep in mind is that at 0 K these nearly free electron are also freezed.

[@mrinmoymandal2695]

Proff.repeating one line again and again.. #**#