Relativistic Mass in Special Theory of Relativity
In classical mechanics, mass of a particle is considered to be a constant quantity and independent of its velocity. However in relativistic mechanics the length, time and mass also depends on the relative velocity.Suppose two similar balls B1 and B2 ...
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Length Contraction | Special Theory of Relativity|
In this video lecture I have discussed about the Length Contraction. To understand it the basic information about the two transformations (Galilean and Lorentz) are important. It is based on the basic concept of Frame of References, here two frames ...
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Galilean Transformation |Special Theory of Relativity|
The Einstein in 1905 introduce the concept of Special Theory of Relativity. In our daily life we see the effects of the relative motion, for an example if suppose there are two cars one is BLACK and the other RED ...
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Time Dilation |Special Theory of Relativity|
In this video lecture I have discussed about the time dilation, which comes under the Special theory of Relativity Unit. To understand this concept the basics like frame of reference, Observer and events idea should be clearer. Here both S ...
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How to Understand Atomic Dipole Moment Concept
In this video lecture some basics of the Atomic Dipole Moment are discussed. How one atom can be equivalent to the tiny bar magnet? and when an atom is placed in a uniform magnetic field the how to find out ...
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Space Quantization and Atomic Dipole Moment
Vector Atom Model In quantum mechanics, we know the discreteness of the possible spatial orientations of the angular momentum of an atom (or another particle or system of particles, molecules) with respect to any arbitrarily selected axis (here z-axis). Space ...
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Particle in a One Dimensional Box- Quantum Mechanics
Schrodinger’s Equation In this video Lecture you will found: The Eigen function and Eigen values of a free particle and relation with the momentum and de Broglie wavelength.What is free particle? a particle is free if that is not ...
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de Broglie Waves-Matter Waves and its Wavelength
de Broglie Waves or Matter Waves and its Wavelength is discussed in this lecture. de Broglie waves are associated with a materialistic particle. A matter can show the dual nature: particle as well as the wave nature [ as ...
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Schrodinger’s Time Dependent and Time Independent Wave Equations
Schrodinger’s Wave Equations, time independent and time dependent’s derivation is discussed here.
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