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Chapter VII. Rotating Coordinate Systems
Chapter VII. Rotating Coordinate Systems

Physics 207: Lecture 2 Notes
Physics 207: Lecture 2 Notes

... Physics 207: Lecture 6, Pg 10 ...
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... where A denotes the axis about which the rigid object is rotating. The rotational inertial depends not only on the amount of mass that is rotating, but also on the location of the masses (i.e. the distance the masses are from the axis of rotation). When dealing with rotational inertial, remember to ...
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Honors Physics Unit 5 Notes

... The relative locations of all particles making up the object remain constant All real objects are deformable to some extent, but the rigid object model is very useful in many situations where the deformation is negligible ...
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Lecture slides with notes

... In fact though, if the sun suddenly vanished the planetary bodies would actually still be pulled towards one another. This is because in fact anything with mass exerts a gravitational force. And it exerts and equal and opposite force on another body. Newton formulated that the force of gravity betwe ...
V - USU Physics
V - USU Physics

... • Car moved at a constant speed but its direction continuously changed – thus its velocity was changing. • But we now know that velocity changes are produced by an acceleration. • Thus when the car rounds the bend at a constant speed it is accelerating!! • Direction of acceleration is given by DV di ...
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Slide 1

... A system that is rotationally imbalanced will not have its angular momentum and angular velocity vectors in the same direction. A torque is required to keep an unbalanced system rotating. ...
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Document

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Velocity and Acceleration presentation
Velocity and Acceleration presentation

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lec07 - UConn Physics
lec07 - UConn Physics

... Mass is an inherent property of an object. ...
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... Law 1: An object subject to no external forces is at rest or moves with a constant velocity if viewed from an inertial reference frame. Law 2: For any object, FNET = F = ma Law 3: Forces occur in pairs: FA ,B = - FB ,A (For every action there is an equal and opposite reaction.) ...
Lecture 17 Circular Motion (Chapter 7) Angular Measure Angular
Lecture 17 Circular Motion (Chapter 7) Angular Measure Angular

... The units are typically radians/second, but revolutions/minute (rpm) are alos common units. The direction is defined based on whether the speed is clockwise or counter-clockwise. The rule to follow is to use your right hand and wrap it in the direction of motion. If the angular speed is counterclock ...
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... peak amplitude Vm* and frequency fm, the modulation index is defined with reference to a triangular wave of peak-to -peak amplitude of Vc (N-1) as ...
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MOTION ANALYSIS Prepared for the Televised Course "Physical Science: The Threshold

... In all of the experiments in this manual, a distance measured on the television screen will not be equivalent to the distance the object has traveled. In other words, 1 meter in the lab will not be the same as 1 meter measured on the television screen (unless you have an enormous television). In ord ...
Chapter 5 PPT
Chapter 5 PPT

... One of the forces is the action force, the other is the reaction force It doesn’t matter which is considered the action and which the reaction The action and reaction forces must act on different objects and be of the same type ...
Chapter 5 - TTU Physics
Chapter 5 - TTU Physics

... One of the forces is the action force, the other is the reaction force It doesn’t matter which is considered the action and which the reaction The action and reaction forces must act on different objects and be of the same type ...
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... Perform a “sanity check”. Does your answer make sense? ...
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... A box of mass 3 kg is pulled on a smooth (frictionless) surface by a second block of mass 2 kg hanging over a pulley. What is the acceleration of each block and tension in the string connecting them? Box 1 F=ma ...
Inertia, Forces, and Acceleration: The Legacy of Sir Isaac Newton
Inertia, Forces, and Acceleration: The Legacy of Sir Isaac Newton

... 1. A yellow car is heading East at 100 km/h and a red car is going North at 100 km/h. Do they have the same speed? Do they have the same velocity? 2. A 16-lb bowling ball in a bowling alley in Del Mar heads due north at 10 m/s. At the same time, a purple 8-lb ball heads due north at 10 m/s in an all ...
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... Motion Session 2 Acceleration and Force ...
Kinetics of Particles: Oblique Central Impact
Kinetics of Particles: Oblique Central Impact

... D’Alembert’s Principle •Accln of a particle measured from fixed set of axes X-Y-Z is its absolute acceleration (a).  Newton’s second law of motion can be applied (∑F = ma) •If the particle is observed from a moving system (x-y-z) attached to a particle, the particle appears to be at rest or in equi ...
Acceleration
Acceleration

...  An acceleration is the change in velocity per unit of time. (A vector quantity.)  A change in velocity requires the application of a push or pull (force). A formal treatment of force and acceleration will be given later. For now, you should know that: • The direction of acceleration is same as di ...
Lesson 8
Lesson 8

... Consider the motion of ball on a circle from point A to point B as shown below. We could describe the path of the ball in Cartesian coordinates or by polar coordinates. In Cartesian coordinate system, we see that both coordinates change!! This makes the problem 2dimensional. ...
T - Purdue Physics - Purdue University
T - Purdue Physics - Purdue University

... object so mass does not change wherever the object is (unlike weight). • The units of mass are g, kg, and so on • Objects with a larger amount of inertia (large mass) are harder to change the state of motion of compared to objects with a small amount of inertia (small mass) ...
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