Principles of DynamicsAn exploration of the principles of dynamics. |
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Page 96
... momentum that applies to motion along a fixed curve in space . Of course , the equation of work and kinetic energy , Eq . ( 3-67 ) , can be applied directly , resulting in B F ̧ ds = 1⁄2 m ( s ) 1⁄2 ... Angular Momentum and Angular Impulse.
... momentum that applies to motion along a fixed curve in space . Of course , the equation of work and kinetic energy , Eq . ( 3-67 ) , can be applied directly , resulting in B F ̧ ds = 1⁄2 m ( s ) 1⁄2 ... Angular Momentum and Angular Impulse.
Page 97
... angular momentum of the particle about the same fixed point . We see from Eq . ( 3–147 ) that for the case where the moment M is zero , the angular momentum H must be constant in magnitude and ... Angular Momentum and Angular Impulse 97.
... angular momentum of the particle about the same fixed point . We see from Eq . ( 3–147 ) that for the case where the moment M is zero , the angular momentum H must be constant in magnitude and ... Angular Momentum and Angular Impulse 97.
Page 148
... angular momentum about a fixed point O is equal to the total moment about ○ of the external forces acting on the system . Reference Point at the Center of Mass If we substitute r ; = r + P into the expression given in Eq . ( 4-44 ) for ...
... angular momentum about a fixed point O is equal to the total moment about ○ of the external forces acting on the system . Reference Point at the Center of Mass If we substitute r ; = r + P into the expression given in Eq . ( 4-44 ) for ...
Contents
KINEMATICS OF A PARTICLE | 27 |
DYNAMICS OF A PARTICLE | 68 |
DYNAMICS OF A SYSTEM OF PARTICLES | 135 |
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acceleration amplitude angle angular momentum angular velocity applied Assuming axes axis calculate center of mass circular coefficient complete components conservative consider constant constraint coordinate system coordinates corresponding differential equations direction disk displacement distance equal equations of motion equilibrium evaluated example expression Figure fixed follows force forces acting frame frequency friction function given gravitational Hence horizontal impulse independent inertia integral kinetic energy known length linear m₁ m₂ magnitude matrix method mode moments moves natural normal obtain occurs orbit origin particle path plane position potential energy principal problem radius ratios reference point relative respect result rigid body rotation seen shown in Fig similar sliding solution solve space sphere spring substituting surface symmetry translational uniform unit vectors vector vertical virtual write zero