CSIR UGC NET Physical Science June 2019 EM field

the questions goes like this

Two coherent plane electromagnetic waves of wavelength 0.5 micrometre ( both have the same amplitude and are linearly polarized along the Z direction) fall on the y = 0 plane their vector K1 and K2 are as shown in the figure. if the angle theta is 30 degree the fringe spacing of the interference pattern produced on the plane is ….


Solution is below

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CSIR UGC NET Physical Science June 2019 Magnetic field

the questions goes like this


Solution is below

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CSIR UGC NET Physical Science June 2019 Standard Integral

Standard integral problem

standard integral

Solution is below

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CSIR UGC NET Physical Science June 2019 Probability & differential equation

the two problems solved here goes something like this.
In the following circuit each device D may be an insulator with probability p or a conductor with probability 1 – p.
The probability that a non zero current flows through the circuit is

csir ugc net physics 2016 june question

The second problem goes like this:
The solution of the differential equation

with boundary condition y(x=1)=0 is

second question

Solution is below

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CSIR UGC NET Physical Science June 2019 Solution 1D potential well

Question goes like this:
The Infinite square well potential of a particle in a box of size a is modified as shown in the figure below. The energy of the ground state compared to the ground state energy before the perturbation was added

The second problem goes something like this

A Quantum particle of mass M in One dimension confined to a rigid box as shown in the figure is in its ground state. And infinitesimally thin wall is very well slowly raised to infinity at the centre of the box in such a way that the system remains in its ground state at all times as you mean that no energy is lost in raising the wall the work done on the system when the wall is fully taste eventually separating the original box into two Compartment

Solution is below

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The Slides can be found here

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CSIR UGC NET June 2019 | Central Force Problem V(x)=kx^4

The question goes something like this :

A particle of mass M moves in One dimension in the potential V(x) equal to Kx^4 at time T equal to zero the particle starts from rest at x equal to A for bounded motion the time period of the motion is

CSIR UGC NET Physical Science June 2019 Solution Part B (Question =7/55)| Physics Plus
CSIR UGC NET Physical Science June 2019 Solution Part B (Question =7/55)| Physics Plus
csir ugc net physics solution june 2019 central force
solution june 2019 central force V(x)

Video solution is here:

The Slides can be found here


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CSIR UGC NET June 2019 Central Force Problem

The problem goes like this:

The problem goes something like this:
Assume that the Earth revolves in a circular orbit around the sun suppose the gravitational constant G very slowly as a function of time in particular it decreases to half its initial value in the course of 1 million years then during this time :
a)Radius of the earth’s Orbit will increase by a factor of 2
b) Total energy of the earth remains constant
c) orbital angular momentum of the earth will increase
d) radius of the earth’s Orbit remains the same.

here a solution to this problem:

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Quick Notes on Hermite Function and Properties for Competitive Exams

Here’s a Quick note on Hermite Polynomial and Hermite Functions. This is pretty much what you will need for your competitive exams and interviews.

A snapshot of the Video Lecture

The video solution is presented below:

The PDF solution is linked here:

https://drive.google.com/file/d/1il55xwOSCoo1fNlHZ_3DAk5sz7zIf_uw/view?usp=sharing

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