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angular momentum.
angular momentum.

... that a centrifugal force pulls outward on an object. • Example: – If the string breaks, the object doesn’t move radially outward. – It continues along its tangent straight-line path—because no force acts on it. (Newton’s first law) ...
Chapter 8 – Momentum, Impulse, and Collisions
Chapter 8 – Momentum, Impulse, and Collisions

... We have been dealing with particles where the size and shape were unimportant. We now take into account the size and shape. The first idea to examine is the center of mass of the object. If you apply Newton’s Second Law to all of the particles that make up an object, then a point on the object can b ...
Chapter 8 - Mona Shores Blogs
Chapter 8 - Mona Shores Blogs

... How to Find Θ ...
Ch. 4 Motion and Forces
Ch. 4 Motion and Forces

Force Applied at an Angle
Force Applied at an Angle

Summary of the unit on force, motion, and energy
Summary of the unit on force, motion, and energy

... To calculate the acceleration of the ball, we would divide the change in velocity by the (short) time it takes for the bounce—acceleration is huge! When the initial and final velocities are in different directions, the directions of the velocities have to be included in the calculations. If a movin ...
linacs_CAS_al_2 - Indico
linacs_CAS_al_2 - Indico

... the synchronous particles enters/exits a cavity. • For a given cavity length there is an optimum velocity (or beta) such that a particle traveling at this velocity goes through the cavity in half ...
Unit P2 - Physics for your Future 2
Unit P2 - Physics for your Future 2

... 3) Therefore the force is reduced ...
Chapter 5
Chapter 5

Newton`s Second Law of Motion
Newton`s Second Law of Motion

... starting, remove the hanging mass and adjust the ramp angle so the cart alone (mass M) moves downward at constant speed, determined by eyeball. This in effect makes the cart "frictionless" and the net force is due only to the gravitational force on the hanging mass, m. Thus the net force on the syst ...
Document
Document

... Now assume the bed of the truck is frictionless, but there is a spring of spring constant 9200 N m attaching the crate to the truck, as shown below. The truck is initially at rest. ...
Chapter 4 Forces and Newton’s Laws of Motion
Chapter 4 Forces and Newton’s Laws of Motion

... air-track a planet or moon or a big spaceship (air-track unnecessary) These springs can be taken anywhere in the universe and used to measure the mass of any cart. Also, the stretching of these springs can be used to define the unit of force. ...
d - mazarelloscience.com
d - mazarelloscience.com

... of the object, the greater the amount of force needed to accelerate the object. ...
The Laws of Motion - St. Joseph Hill Academy
The Laws of Motion - St. Joseph Hill Academy

... Why do objects stop moving? Think about how friction and inertia together affect an object’s movement. A book sitting on a table, for example, stays in place because of inertia. When you push the book, the force you apply to the book is greater than static friction between the book and the table. Th ...
PF Intro to Forces 02-08 - A TIME for Physics First
PF Intro to Forces 02-08 - A TIME for Physics First

Khan Academy Video Correlation / Alignment Physics
Khan Academy Video Correlation / Alignment Physics

... environment that has no air (moon). The time it would take for a heavier object to hit the ground is the same as the time it would take a lighter object given that the gravity is the same. Good explanation for review and for introduction to air ...
“The Government Roles” WebQuest Lesson Plan
“The Government Roles” WebQuest Lesson Plan

... Go outside for this demonstration. With your balloon in your hand, blow the balloon up with as much air as possible. Then let the balloon go. As you let the balloon go, watch it howl through the air as it descends to the ground. Think about what you just did. The amount of air you blew into the bal ...
Motion and Forces - 10Science2-2010
Motion and Forces - 10Science2-2010

Chapter 7 – Kinetic energy, potential energy, work
Chapter 7 – Kinetic energy, potential energy, work

... III. Conservative / Nonconservative forces - If W1=W2 always  conservative force. Examples: Gravitational force and spring force  associated potential energies. - If W1≠W2  nonconservative force. Examples: Drag force, frictional force  KE transferred into thermal energy. Non-reversible process. ...
Conservation of Energy 1 Purpose 2 Theory
Conservation of Energy 1 Purpose 2 Theory

SHM_1_1151
SHM_1_1151

... 1. When x = +A or -A (i.e. maximum displacement) CORREC 2. When x = 0 (i.e. zero displacement) T 3. The speed of the mass is constant “There is no potential energy at x=0 since U=1/2kx^2=0, therefore allowing all the energy of the spring to be ...
13.11. Visualize: Solve: Torque by a force is defined as τ = Frsinφ
13.11. Visualize: Solve: Torque by a force is defined as τ = Frsinφ

... The free-body diagrams for the two blocks and the pulley are shown. The tension in the string exerts an upward force on the block m2, but a downward force on the outer edge of the pulley. Similarly the string exerts a force on block m1 to the right, but a leftward force on the outer edge of the pull ...
ISNS4371_011107_bw - The University of Texas at Dallas
ISNS4371_011107_bw - The University of Texas at Dallas

... force of gravity, but the normal (upward) force exerted by the surface we stand on - opposes gravity and prevents us falling to the center of the Earth - what is measured by a weighing scale. For a body supported in a stationary position, normal force exactly balances earth's gravitational force - a ...
13.11.2014 - Erwin Sitompul
13.11.2014 - Erwin Sitompul

...  If the applied force is great enough to pull one surface across the other, there is first a tearing of welds (at breakaway) and then a continuous re-forming and tearing of welds as movement occurs.  If the two surfaces are pressed together harder, many more points cold-weld. Sliding the surfaces ...
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Classical central-force problem



In classical mechanics, the central-force problem is to determine the motion of a particle under the influence of a single central force. A central force is a force that points from the particle directly towards (or directly away from) a fixed point in space, the center, and whose magnitude only depends on the distance of the object to the center. In many important cases, the problem can be solved analytically, i.e., in terms of well-studied functions such as trigonometric functions.The solution of this problem is important to classical physics, since many naturally occurring forces are central. Examples include gravity and electromagnetism as described by Newton's law of universal gravitation and Coulomb's law, respectively. The problem is also important because some more complicated problems in classical physics (such as the two-body problem with forces along the line connecting the two bodies) can be reduced to a central-force problem. Finally, the solution to the central-force problem often makes a good initial approximation of the true motion, as in calculating the motion of the planets in the Solar System.
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