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Boundary value problem II, Laplace Equation in Spherical Polar Coordinates.

ONLY PHYSICS January 30, 2024

An infinitely long rectangular metal pipe (sides a and b) is grounded, b...

ONLY PHYSICS January 24, 2024

Superposition of waves in one dimension (Group velocity). Electrodynamics

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Explain Poynting's Theorem. Prove that S = (ExB)

ONLY PHYSICS January 22, 2024

Show that the standing wave f (x, t) = A sin(kx) cos(kvt) satisfies the ...

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Solved Problems Of Statistical Mechanics By R K Pathria.

(a) Show that, for any magnetizable material, the heat capacities at constant field H and at constant magnetization M are connected by the relation (b) Show that for a paramagnetic material obeying Curie’s law

ONLY PHYSICS January 04, 2024

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ONLY PHYSICS January 04, 2024

Electrodynamics By David J. Griffith Chapter 7 Notes.

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Boundary value problem II, Laplace Equation in Spherical Polar Coordinates.

An infinitely long rectangular metal pipe (sides a and b) is grounded, b...

Superposition of waves in one dimension (Group velocity). Electrodynamics

Explain Poynting's Theorem. Prove that S = (ExB)

Show that the standing wave f (x, t) = A sin(kx) cos(kvt) satisfies the ...

Separation Of Variable: Laplace Equation in Rectangular Cartesian Coordi...

HOW TO UPLOAD PDF, WORDS AND EXCEL FILE ON BLOGGER.

How To Add Your Blogger Post To Google Search | Blogger | How To Index M...

(a) Show that, for any magnetizable material, the heat capacities at constant field H and at constant magnetization M are connected by the relation (b) Show that for a paramagnetic material obeying Curie’s law

Solved Problems Of Statistical Mechanics By R K Pathria.

Electrodynamics By David J. Griffith Chapter 7 Notes.

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