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Quantum Mechanics: Schrödinger vs Heisenberg
Quantum Mechanics: Schrödinger vs Heisenberg

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Chapter 8- Rotational Motion

... To complete the analogy to linear motion, few quantities as well as an important law are missing from the previous table: 1. Angular momentum (equivalent to linear momentum in linear motion) 2. Work in rotational motion (equivalent to work done by a force in translational motion) 3. Rotational Impul ...
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... (inertial) space within which all objects are placed, but then this vector would change as the object moved. It is better to assume some local coordinate frame frxed to the object and describe the center of mass relative to this local frame. As long as the location of the local frame relative to the ...
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... work with distances in centimeters and times in seconds. (a) We plug into the given equation for x for t = 2.00 s and t = 3.00 s and obtain x2 = 21.75 cm and x3 = 50.25 cm, respectively. The average velocity during the time interval 2.00  t  3.00 s is ...
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... We can move from the frame (coordinates system) of link i to that of link i+k using straightforward matrix multiplication • Each transform can be written as a combination of a translation and a rotation • The single transformation that relates frame {n} to frame {0}: ...
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... • momentum is conserved in collisions when all other forces are small compared to the collision forces • momentum is a vector and can be conserved in one, two, or three dimensions. • bouncing causes greater force than a stop ...
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Rotational Kinematics and Dynamics - Personal.psu.edu
Rotational Kinematics and Dynamics - Personal.psu.edu

... however, will change with time depending on the motion of the particle. Since only the angular position changes with time its behavior is exactly analogous to the behavior of the position in one-dimensional motion that was studied previously. Thus, the angular equivalent of the kinematic quantities ...
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Routhian mechanics

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