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Introduction to Mechanics
Introduction to Mechanics

... areas. However, initial study is usually split into two areas; statics and dynamics. Statics is concerned with bodies that are either at rest or move with a constant speed in a fixed direction. Dynamics deals with the accelerated motion of bodies. Statics can therefore be considered as a special cas ...
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... • Know that speed is a measurement of the distance an object covers in a certain amount of time  • Be able to explain the difference between instantaneous speed and average speed  • Be able to calculate average speed, distance traveled or time of travel using the speed equation  and have correct uni ...
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... Like linear velocity and acceleration, also angular velocity and acceleration are vector quantities. So far we only talked about the magnitude of these vectors. But as vectors they also have a direction. Both angular velocity and acceleration point along the rotation axis. ...
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... 1) Friction: A force that resists the motion of 2 surfaces/objects touching each other; slows down or prevents motion. Example: car tires on a road surface 2) Gravity: Force of attraction between 2 or more objects; Weight is a measure of the force of gravity on an object.  Rate of acceleration (fre ...
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... Some engineers have suggested that we can simulate gravity in outer space by having a circular rotating space station where persons feel an outward-directed fictitious force due to the rotation of the station. The reason they feel such a force is because ...
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... Bouncing Collisions • If objects bounce off one another rather than sticking together, less energy is lost in the collision. • Bouncing objects are called either “elastic” or “partially inelastic”. The distinction is based on energy.  Elastic Collisions: • No energy is lost in an elastic collision ...
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... runner’s acceleration? 33) While skiing, Ellen encounters a ridge which she leaves with a horizontal speed of 17.3 m/s and she lands 14.0 m from the ridge. How high is the ridge? 34) In our physics lab, we rolled a steel ball down a ramp. If the horizontal velocity of the ball was 4.2 m/s and the ta ...
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... Fig. 3 shows a framework in a vertical plane constructed of light, rigid rods AB, BC, CD, DA and BD. The rods are freely pin-jointed to each other at A, B, C and D and to a vertical wall at A. ABCD is a parallelogram with AD horizontal and BD vertical; the dimensions of the framework, in metres, are ...
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Velocity-addition formula

In relativistic physics, a velocity-addition formula is a 3-dimensional equation that relates the velocities of objects in different reference frames. Such formulas apply to successive Lorentz transformations, so they also relate different frames. Accompanying velocity addition is a kinematic effect known as Thomas precession, whereby successive non-collinear Lorentz boosts become equivalent to the composition of a rotation of the coordinate system and a boost. Standard applications of velocity-addition formulas include the Doppler shift, Doppler navigation, the aberration of light, and the dragging of light in moving water observed in the 1851 Fizeau experiment.
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