Appeared in Year: 2003
A particle of mass m, with energy E such that, is trapped in a potential well as shown below: (Marks: 15)
Write down the time independent Schrodinger equation in region
(i)
(ii)
Appeared in Year: 2006
What is molecular Polarizability? Derive Clausius – Mosotti equation relating the molecular polarizability with the dielectric constant of a dielectric material. (Marks: 20)
The Polarizability, , of an atom (or molecule) is defined as the dipole moment per unit local electric field at the atom (or molecule) i. e.
Thus polarizability is an atomic (or molecular) property where as dielectric constant is a macroscopic property which depends upon the arrangement of atoms or molecules within the crystal. If all the atoms (or
… (275 more words) …
Appeared in Year: 2003
Show that for at least one bound state to exist. (Marks: 30)
Appeared in Year: 2015
Obtain Zeeman splitting for sodium D lines. (Marks: 15)
Let us consider the Zeeman splitting of the resonance lines and of sodium. These lines arise from the transitions.
and
The Zeeman levels, g-factors and the Zeeman shifts for the various terms involved in these transitions are as follows: we know that
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If object is placed 30 cm from a converging lens of focal length (f1) = 10 cm, find the final image position by combining the lenses as follows –
Position by Combining the Lenses
Sign convention for lens (Converging/Diverging):
Sign Convention for Lens (Converging/Diverging)
For converging lens, focal length,
For diverging lens, focal length,
* Lens formula: 1
…………………… (i)
Here,
v = image distance from pole of lens
u = object distance from pole of lens
Given,
For first lens –
(Here, sign means image formed from len
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