1.
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Type
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Subject
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Description
- This lecture is an Introduction to Physics, Newtons Law of Motion
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2.
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Type
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Subject
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Description
- This lecture covers Frame of Reference, Rotational version of Newtons Laws
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3.
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Type
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Subject
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Description
- This content is the summarized version of the lecture of Newton's Law of Motion
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4.
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Type
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Subject
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Description
- This lecture covers Work, kinetic energy, potential energy, conservative force, total mechanical energy
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5.
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Type
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Subject
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Description
- This content is the summarized version of the lecture of Work, kinetic energy, potential energy, conservative force, total mechanical energy
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6.
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Type
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Subject
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Description
- This lecture covers Simple harmonic oscillator
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7.
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Type
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Subject
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Description
- This lecture Reviews on simple harmonic oscillator
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8.
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Type
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Subject
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Description
- This content is the summary the features of Oscillations
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9.
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Type
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Subject
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Description
- This lecture covers Phase diagram
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10.
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Type
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Subject
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Description
- This lecture covers Solution of Problems 3.6
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11.
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Type
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Subject
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Description
- This lecture covers Driven oscillation
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12.
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Type
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Subject
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Description
- This lecture covers Theta function and delta function(distribution) forces
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13.
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Type
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Subject
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Description
- This lecture covers Solution of 3.5.3 Exercise 1
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14.
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Type
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Subject
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Description
- This lecture covers Replacement of theta function by delta function
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15.
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Type
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Subject
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Description
- This lecture covers Basic properties of electric charge
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16.
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Type
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Subject
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Description
- This content is the summary of Basic properties of electric charge
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17.
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Type
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Subject
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Description
- This lecture covers Coulombs law and Newtons law of gravity
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18.
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Type
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Subject
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Description
- This lecture covers Electric and gravitational Field - scalar field and vector field
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19.
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Type
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Subject
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Description
- This lecture covers Gauss law and inverse square law - 1
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20.
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Type
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Subject
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Description
- This lecture covers Gauss law and inverse square law - 2
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21.
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Type
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Subject
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Description
- This lecture covers Gauss law and inverse square law - 3
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22.
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Type
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Subject
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Description
- This lecture covers Electric and gravitational potential 1 - calculation of potential
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23.
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Type
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Subject
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Description
- This lecture covers Electric and gravitational potential 2 - calculation of potential
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24.
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Type
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Subject
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Description
- This lecture covers Electric and gravitational potential 3 - comparison of electric and gravitational forces
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25.
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Type
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Subject
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Description
- This lecture covers Potential due to an electric dipole - dipole contribution
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26.
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Type
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Subject
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Description
- This lecture coversPotential due to an electric dipole
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27.
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Type
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Subject
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Description
- This lecture covers Shell theorem
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28.
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Type
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Subject
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Description
- This lecture covers Definition of Lagrangian
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29.
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Type
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Subject
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Description
- This lecture covers Proof of equation of motion by Euler-Lagrange equation
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30.
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Type
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Subject
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Description
- This is a lecture note of Euler-Lagrange equation - an alternative way
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31.
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Type
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Subject
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Description
- This lecture covers Toward calculation of variation - 1
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32.
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Type
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Subject
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Description
- This lecture covers Toward calculation of variation - 2
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33.
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Type
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Subject
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Description
- This lecture covers Toward calculation of variation - 3
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34.
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Type
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Subject
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Description
- This lecture covers Extension to three dimesions
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35.
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Type
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Subject
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Description
- This lecture covers Second form of Euler-Lagrange equation
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36.
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Type
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Subject
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Description
- This lecture covers Calculus of variation
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37.
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Type
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Subject
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Description
- This lecture covers Example of variation calculation
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38.
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Type
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Subject
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Description
- This is a lecture note of Calculus of variation, Fermats principle and Snells law, and Constraints and Lagranges undetermined multiplier
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39.
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Type
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Subject
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Description
- This lecture covers Fermats principle and Snells law
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40.
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Type
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Subject
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Description
- This lecture covers Constraints and Lagranges undetermined multiplier
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41.
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Type
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Subject
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Description
- This lecture covers Case I. Substitute in advance and Case II. Lagranges Undetermined multiplier
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42.
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Type
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Subject
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Description
- This lecture covers Case III. two variables
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43.
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Type
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Subject
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Description
- This lecture covers Case IV. five variables
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44.
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Type
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Subject
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Description
- This lecture covers Inertial cartesian coordinate system
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45.
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Type
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Subject
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Description
- This lecture covers Time-independent rotation
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46.
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Type
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Subject
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Description
- This lecture covers Fixed curvilinear coordinate system -1
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47.
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Type
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Subject
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Description
- This lecture covers Fixed curvilinear coordinate system -2
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48.
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Type
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Subject
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Description
- This lecture covers Generalized coordinates for a two-body system
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49.
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Type
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Subject
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Description
- This lecture covers Time-dependent potential
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Url
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50.
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Type
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Subject
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Description
- This is a lecture note of Generalized Coordinates
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51.
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Type
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Subject
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Description
- This lecture covers Legendre transformation
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52.
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Type
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Subject
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Description
- This lecture covers EOM(Equation of Motion) in terms of Hamiltonian
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53.
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Type
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Subject
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Description
- This lecture covers Canonical EOM(Equation of Motion)
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54.
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Type
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Subject
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Description
- This lecture covers Modified Hamiltons principle
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55.
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Type
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Subject
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Description
- This lecture covers Constants of motion
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56.
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Type
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Subject
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Description
- This is a lecture note of Hamiltonian Mechanics
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57.
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Type
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Subject
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Description
- This lecture covers Basic concepts - definitions
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58.
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Type
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Subject
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Description
- This is a lecture note of Basic concepts - definitions
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59.
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Type
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Subject
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Description
- This lecture covers Vector differentiation - ordinary derivative, partial derivative, gradient, divergence and curl operators
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60.
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Type
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Subject
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Description
- This is a lecture note of Vector differentiation - ordinary derivative, partial derivative, gradient, divergence and curl operators
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61.
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Type
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Subject
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Description
- This lecture covers Exercise solution
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62.
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Type
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Subject
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Description
- This lecture covers Vector integration - basic integrals, divergence theorem, stokes theoremv
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63.
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Type
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Subject
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Description
- This is a lecture note of Vector integration - basic integrals, divergence theorem, stokes theoremv
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64.
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Type
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Subject
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Description
- This lecture covers Proof of divergence theorem
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Url
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65.
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Type
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Subject
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Description
- This lecture covers Proof of stokes theorem
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