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ch11.8 euler rotations for N masses b.mp4
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ch10.2 rotating coordinate frames b
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ch10.2 rotating coordinate systems a
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ch10.3 derivation
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ch10.3 hockypuck
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ch11 add torque
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ch11 gimbal lock
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ch11 inertia tensor a
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ch11 inertia tensor b
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ch11 inertia tensor c
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ch11 L parallel omega b
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ch11 L parallel to omega a
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ch11 principle axes of chair
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ch11.2 physical pendulum 2
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ch11.2 physical pendulum a
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ch11.4 angular momentum a
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ch11.4 angular momentum and symmetry
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ch11.8 euler rotations for modeling N masses a
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ch11.8 euler rotations for N masses b
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ch11.8 N mass discussion
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ch12 better way for dance moves
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ch12 find dance moves a
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ch12 find dance moves b
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ch12 find normal frequencies a
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ch12 find normal mode frequencies b
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ch12 find normal mode frequencies c
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ch12 find normal mode frequencies d
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ch12 normal modes a
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ch12 normal modes b
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ch12 normal modes c
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ch12 normal modes d
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ch8.2 center of mass 6 down to 3
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ch8.2b fictitious problem
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ch8.3 angular momentum 3 to 2
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ch8.4 orbit equation
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ch8.6 effective potential and 2 to 1
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ch8.6 Veff examples
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ch8.7 keplers laws a
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ch8.7 kepler's laws b
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ch8.8 hohmann transfer
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ch9 standard 1 rocket exploding example
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ch9 standard 2 rope example
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ch9.11 rocket motion a
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ch9.11 rocket motion b
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ch9.2 center of mass definition
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ch9.3 linear momentum
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ch9.4 angular momentum of system
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ch9.4 torque on a system
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ch9.5 energy of system
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frisbee bounce
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marco problem