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GRAVITATION
GRAVITATION

word - CBakken Home Page
word - CBakken Home Page

SR Theory of Electrodynamics for Relative Moving Charges
SR Theory of Electrodynamics for Relative Moving Charges

... the Lorentz Force Law that contains the magnetic field is the wrong starting point. If we include the term that has the magnetic field and assume it comes from the moving charge itself, then we would be doing a transform from two different inertial frames which is a “no-no” in SRT. If the term invol ...
Performance Benchmark E
Performance Benchmark E

... a force. And lastly, his Third Law describes what happens when objects interacting. Newton’s Third Law states that for every action force, there is an equal and opposite reaction force. This law is also known as the Law of Action-Reaction Pair. A force is a push or pull upon an object, which results ...
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No Slide Title

Physics Ch. 7 Rotational Motion
Physics Ch. 7 Rotational Motion

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Linear Momentum

... A corollary to Conservation of Momentum is “Conservation of the Velocity of Center of Mass”: The original motion of each shell is a parabola. After the shell explodes, the individual pieces move in such a way that if you add their positive and negative momenta, they still follow the original parabo ...
Types of Energy
Types of Energy

Chapter 16: Electric Forces and Fields (48 pts) Name Read Chapter
Chapter 16: Electric Forces and Fields (48 pts) Name Read Chapter

... 11) Which is stronger, the electrical force between an electron and a proton or the gravitational force between these particles? Is the difference between these forces large or small? (2 pts) ...
Quiz 4 Solutions
Quiz 4 Solutions

... sheets (please indicate “OVER” at bottom of the front so that the grader knows to check the back). • Solutions to the problems should begin from the following basic physical principles: – If ~r(t) is the position of the object as a function of time than velocity is ~v(t) = ...
Chapter 4. Rotation and Conservation of Angular Momentum
Chapter 4. Rotation and Conservation of Angular Momentum

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Basic concepts of vectors

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An introduction to the Lorentz

... In the MCLF associated with the particle’s motion at the retarded time, we have r = t − z 0 (u), which is just the time required for light to propagate from z(u) to x. Because the speed of light is set to unity, r is also the spatial distance between these two points. Thus, the invariant r(x) is the ...
Simple Harmonic Motion - Gonzaga Physics Department
Simple Harmonic Motion - Gonzaga Physics Department

Phys 102 – Lecture 2
Phys 102 – Lecture 2

... UE < 0 relative to energy of an electron very far away (r  ), away from E field of proton, i.e. a “free” electron ...
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Single Particle Motion

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Mechanics II - Thierry Karsenti

Mark scheme - Edexcel
Mark scheme - Edexcel

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Slide 1

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7-3 Moment of Inertia and Angular Momentum

Proving the Law of Conservation of Energy
Proving the Law of Conservation of Energy

Phys 102 * Lecture 2
Phys 102 * Lecture 2

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Some Aspects on Electromagnetic Scalar and Vector Potentials in
Some Aspects on Electromagnetic Scalar and Vector Potentials in

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