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Title+Summary	Name	Date
[NOTES/TH-ALL] Thermodynamics --- Repository of Notes for Lectures Node id: 6207collection About this collection: This is a collection of Lecture Notes on Electromagnetic Theory. An effort is made to keep the content focused on the main topics. There is no discussion of related topics and no digression into unnecessary details. Who may find it useful: Any one who wants to learn, or refresh all topics, in standard two semester quantum mechanics courses. Topics covered: The list of topics covered appears in the main body of this page. Click on any topic to see details and links to content pages.	kapoor	24-05-29 04:05:31	n
[Solved/QM-22003] Quantum Mechanics Problem --- Barrier penetration Node id: 1092page	kapoor	24-05-28 13:05:09	n
[Solved/ODE-02005] Frobenius Method --- Case-II Node id: 1805page	kapoor	24-05-27 22:05:24	n
Prof. Pankaj Sharan :: Eight Lectures on Topics From Electrodynamics Course given at Jamia Milia Islamia Node id: 472page These eight lectures on electrodynamics were part of a course given by Pankaj Sharan in Jamia Milia Islamia. Units and Dimensions Maxwell's Equations Generalized Functions Green's Function Green's Function for the Helmholtz and the Wave Equations Fields for Arbitrary Charge and Current Densities Fields from a Point Charge Radiation from an Accelerated Point Charge Complete set of 8 lectures can be downloaded from a link below.	kapoor	24-05-27 22:05:15	n
[NOTES/CM-11004] Hamilton Jacobi Equation Node id: 6263page We derive the time dependent and time independent Hamilton Jacobi equations, amilton's characetrirstic function is introduced as solution of the time independent equation. $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}}$	kapoor	24-05-25 21:05:33	n
Radiation from an Accelerated Point Charge Node id: 444pdf_document	pankajsharan	24-05-22 11:05:14
Fields from a Point Charge Node id: 443pdf_document	pankajsharan	24-05-22 11:05:14
Fields for Arbitrary Charge and Current Densities Node id: 442pdf_document	pankajsharan	24-05-22 11:05:14
Green's Function for the Helmholtz and the Wave Equations Node id: 441pdf_document	pankajsharan	24-05-22 11:05:14
Generalized Functions Node id: 439pdf_document	pankajsharan	24-05-22 11:05:14
Maxwell's Equations Node id: 438pdf_document	pankajsharan	24-05-22 11:05:14
Units and Dimensions Node id: 436pdf_document	pankajsharan	24-05-22 11:05:14	n
[NOTES/CM-10003] Four Types of Canonical Transformations Node id: 6251page $\newcommand{\pp}[2][]{\frac{\partial #1}{\partial #2}}$ A canonical transformation is a change of variables $(q,p) \rightarrow (Q,P)$ in phase space such that the Hamiltonian form of equations of motion is preserved. Depending choice of independent variables we have four special cases of canonical transformations., Generating functions for the four cases are introduced and details of the four cases are discussed.	kapoor	24-05-20 16:05:33	n
[NOTES/CM-10002] A Summary Finite Canonical Transformations Node id: 6258page $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}}$ Important relations of four types of transformations are summarized.	kapoor	24-05-20 07:05:43	n
[NOTES/CM-10008] Examples --- Canonical Transformations Node id: 6249page Several examples on canonical transformations are given. $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}}$	kapoor	24-05-19 08:05:33	n
some title here Node id: 6233collection	kapoor	24-05-19 07:05:38	n
DOC/ Preprocessing Latex source code file Node id: 6250page	kapoor	24-05-19 06:05:47	n
[NOTES/CM-10007] Generator of a Canonical Transformation Node id: 6248page The definition finite and infinitesimal canonical transformation are given. Using the action principle we define the generator of a canonical transformation. $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}}\newcommand{\Label}[1]{\label{#1}}$	kapoor	24-05-19 05:05:47	n
[NOTES/CM-10006] Two Simple Examples of Canonical Transformations Node id: 6247page $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}}$	kapoor	24-05-18 20:05:43	n
[NOTES/CM-10005] What is a Canonical Transformation? Node id: 6245page $\newcommand{\pp}[2][]{\frac{\partial#1}{\partial #2}} \newcommand{\PP}[2][]{\frac{\partial^2#1}{\partial #2^2}} \newcommand{\dd}[2][]{\frac{d#1}{d #2}}\newcommand{\DD}[2][]{\frac{d^2#1}{d #2^2}}\newcommand{\Label}[1]{\label{#1}}\newcommand{\eqRef}[1]{\eqref[#1]}$ A canonical transformation is a change of variable in phase space such that the equations of motion in the new variables are of the Hamiltonian form.	kapoor	24-05-17 16:05:18	n

Browse & Filter

[NOTES/TH-ALL] Thermodynamics --- Repository of Notes for Lectures

[Solved/QM-22003] Quantum Mechanics Problem --- Barrier penetration

[Solved/ODE-02005] Frobenius Method --- Case-II

Prof. Pankaj Sharan :: Eight Lectures on Topics From Electrodynamics Course given at Jamia Milia Islamia

[NOTES/CM-11004] Hamilton Jacobi Equation

Radiation from an Accelerated Point Charge

Fields from a Point Charge

Fields for Arbitrary Charge and Current Densities

Green's Function for the Helmholtz and the Wave Equations

Generalized Functions

Maxwell's Equations

Units and Dimensions

[NOTES/CM-10003] Four Types of Canonical Transformations

[NOTES/CM-10002] A Summary Finite Canonical Transformations

[NOTES/CM-10008] Examples --- Canonical Transformations

some title here

DOC/ Preprocessing Latex source code file

[NOTES/CM-10007] Generator of a Canonical Transformation

[NOTES/CM-10006] Two Simple Examples of Canonical Transformations

[NOTES/CM-10005] What is a Canonical Transformation?

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