Classical Mechanics and Net Displacement
I'm looking at Classical Mechanics, and more specifically, net displacement. On http://farside.ph.utexas.edu/teachines/node20.html, I have attempted a set of questions, which are answered. I have completed the first two,
A Course on Classical Mechanics
Here’sa course on classical mechanics for people who can handle some differential geometry:. John Baez and Derek Wise, Classical Mechanics, Spring 2005. I also wanted to show how classical mechanics foreshadows all the ideas of
Mathematical Topics between Classical and Quantum Mechanics
This monograph draws on two traditions: the algebraic formulation of quantum mechanics and quantum field theory, and the geometric theory of classical mechanics. These are combined in a unified treatment of the theory of Poisson
Classical Mechanics: Canonical formation problem
1. The problem statement, all variables and given/known data Show directly that the formation; Q=log(1/q*sinp), P=q*cotp is canonical. 2. Relevant equations Since these equations have no time dependence, the equations are canonical
classical mechanics: centripetal acceleration
I need some help with centripetal acceleration. why when an object is whirling in a vertical circle,it must have a centripetal acceleration larger than 'g' in order for it to get to the top of the
Quantization and Cohomology Week 6
Rovelli’s covariant formulation of classical mechanics, as a warmup for generalizing classical mechanics from particles to strings. The classical mechanics of a point particle can nicely be described by a 2-form (the “symplectic
good book abaut classical mechanics?
hi im new to this forum, i yust registered, and i think is great forum, the best and wery helpfull im on a physics and informatics colledge, i need to pass classical mechanics (i have some
The Harmony of Plato and Aristotle
But then consider, in quantum mechanics: wave-particle duality; non-determinism; superposition; indeterminacy; non-locality. All of these are at odds with classical mechanics. So if Plato and Aristotle are as different as that,
Quantization and Cohomology Week 1
the Lagrangian approach to classical mechanics,; the path-integral approach to quantum mechanics,; symplectic geometry, Here’sa little refresher course on classical mechanics for mathematicians, if you want it:
Quantum mechanics on a roll
Schrödinger’s version is analogous to Newton’s version (of classical mechanics) in that invites attempts to embroider it, and Feynman’s version is analogous to Hamilton’s in that it resists such attempts. All attempts to mogify the
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