17:54
8:1 Multiplexer
16:06
4:1 Multiplexer( part-2)
10:37
Multiplexer and 2:1 Multiplexer( part-1)
04:10
Discovery of first liquid crystal
03:14
Properties of liquid crystal
03:37
What is liquid crystal
27:03
Fermi dirac statistics ( part-3)
12:21
Fermi dirac statistics ( part-2)
04:04
Fermi dirac statistics (part-1)
11:21
Partition function
06:19
Inertial frame and Non inertial frame ll frame of reference
19:46
Galilean transformation
10:50
Frame of reference
07:04
Numerical based on average speed of molecules
13:41
Numerical based on average speed of molecules
05:45
Relationship between mean , root mean square and most probable speed
15:59
Most probable speed ll average speed of molecules
25:27
Root mean square speed ll Average speed of molecules of an ideal gas
21:28
Mean speed ll Average speed of molecules of an ideal gas ( part-1)
13:33
Maxwell Boltzmann's distribution law of speed
10:17
Relationship between Cp,Cv and f ( relationship between specific heat and degree of freedom)
07:54
Law of equipartition of energy ll statistical mechanics
12:31
Degree of freedom
09:40
Grand canonical ensembles( part-4)
04:27
Canonical ensembles ( part-3)
05:08
Microcanonical ensembles (part-2)
07:15
Ensembles (part-1)
13:26
Fundamental postulates of statistical mechanics
06:50
Expression for average properties of probability distribution
24:45
Example based on probability distribution ( part-2)
12:38
Probability distribution( part-1) ll it's narrowing with increase in no. of particles
20:52
Most probable distribution ll Thermodynamic probability
03:05
Phase space ( statistical mechanics)
13:20
Constrains
05:41
Equal priori probability( part-3)
08:19
Probability of Macrostate and Microstates ( part-2)
11:27
Macrostates and Microstates (part-1)
09:38
Stirling approximation with derivation
12:09
Thermodynamics probability
18:00
Most probable distribution and least probable distribution of probability (part-3)
14:21
Numerical based on binomial theorem of probability ( part-2)
11:04
Binomial theorem of probability( part-1)
29:28
Michelson- Morley experiment
10:42
Mutually exclusive events and complex events with example ( part-2)
08:04
Mathematical probability ( part-1)
04:27
Postulates of modern relativistic mechanic's
12:10
Time dilation
07:38
Numerical based on mass energy equivalence relation
08:20
Numerical based on mass energy equivalence relation
19:00
Mass energy equivalence relation || derivation || E= mc2
17:04
Addition of velocity
08:35
Numerical based on length contraction
08:32
Numerical based on Length contraction
10:02
Length contraction of Lorentz 's transformation
17:08
Lorentz transformation
06:54
Properties of Lattices( important points)
05:39
Lattice points, basis, space lattices and unit cell
02:49
Nuclear fusion ( important points)
06:11
Amorphous solids and crystalline solids
05:28
Nuclear fission ( important points)
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