Lagrangian is a function of ...
Since Lagrangian is a function of q, q dot & time, then why in describing the Hamiltonian (H), L does not involve time explicitly?
as H = (p*q dot) - L (q, q dot).
as we know at zero degree temp. water condense to form ice. so what will be the relative humidity of a chamber at a temperature below zero degree temp.?
will it be nagative or what?
ok. so does 2s or 3s also try to fill up the vacany?
during the transition from 2p & 3p screening effect is also apply?
from which i.e 2s or 2p it is readily jump to 1s?
as we know in L orbit there are two shell 2s & 2p. suppuse for an atom both shells are occupied , then what is the probabality of jumping of any electron from 2s & 2p shell to lower 1s in the process of K-electron capture process?
Is there any loss of energy of a particel (electron) while getting collission with the walls of a finite square/rectangular barrier?
since there is a enormous no. of collision a particle takes.
you all discuss so much but my confusion remain same that how we can intrepretate the Sr.E. (which is actual a complex function),
Is there any expremental evidence or proof of this complex function in order to see in the nature?
as we know whole Quantum mechanics is based on Schrondinger Equation,
but how for a wave we can physically vizualize/interprete this eq. in the context of wave function?
my thought is that when we apply a very high energy to an ionised atom can there is any probability of production of charge so that this ion become a neutral one?
is there any way to transfer an ion to neutral atom by any way by suppling any form of energy?
ok. but my confusion is still for:
why there is need to jump from excited state to ground state since the electron has more energy than earlier? it is only because of what above thermo. said? or anything else?