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Classical Mechanics 420 J. D. Gunton Lewis Lab 418 jdg4@lehigh.edu
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D’Alembert’s Principle and Lagrange Equations Use principle of virtual work to derive Lagrange equations for systems with holonomic constraints
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Don’t ever give up! Physics Student PhD Program
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Homework Set 1 Number 2
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Double Pendulum: General Coordinates
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Constrained motion Bead slides without friction on a vertical circular loop, in a uniform Gravitational field. Hoop rotates at a constant angular velocity.
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Vertical Disk Rolling On Plane
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Velocity dependent potentials: if forces derived from U via
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Charged particle in electromagnetic field Lorentz force F=q[E+(v x B)]
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Polar Coordinates
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Atwood’s Machine V= -M1g x – M2 g(l-x)
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Bead sliding on rotating straight wire, g=0
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Constrained motion Bead slides without friction on a vertical circular loop, in a uniform Gravitational field. Hoop rotates at a constant angular velocity.
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Problem to think about
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