Image Shows Area of Semicircular Plate
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Appeared in Year: 2007
Determine the discrete energy levels and the corresponding Eigen functions for a particle in an infinitely deep potential well inside a cube of dimension , i. e. assume for elsewhere
Image of Infinite Squarce Well Potential
A particle in this potential is completely free, except at the two ends and , where an infinite force presents it from escaping.
Outside the well, (the probability of finding the particle there is zero). Inside the well, where, the time independent Schrodinger equation
Becomes
Or
Where
Here we
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Experimentally, there is no evidence for the existence of any excited states of the deuteron. Indeed, extending the calculations of the bound states to the cases where the orbital angular momentum quantum number is greater than zero leads to the result that the deuteron can’t exist in these states. It will be assumed that the potential is central
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Appeared in Year: 2016
Write down the salient features of the Einstein’s theory of lattice heat capacity. Further write down the expression for specific heat in Einstein’s theory and explain it’s high and low temperature limits.
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Appeared in Year: 2016
Explain in detail L–S coupling and j–j coupling schemes.
L–S coupling:
(a) As a result of spin – spin correlation effect, the individual spin angular momentum ve
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Appeared in Year: 2016
Four solid sphere each of mass and radius , are placed with their centre on the four corners of a square of side as shown in figure below:
Image Shows Four Solid Sphere on Square Fig 1
Calculate the moment of inertia of the system about one side of the square. Also calculate the moment of inertia of the system about a diagonal of the square.
Image Shows Four Solid Sphere on Square Fig 2
Let be the four solid spheres, each of mass and radius placed at the four corners of the square as shown and let it be required to calculate the M. I. of the system about the side of the square.
Clearly, lies along the diameter of each of the spheres so that M. I. of each about
And t
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