'Conservative force' presentation slideshows

Vector Mechanics for Engineers: Dynamics MECN 3010

Vector Mechanics for Engineers: Dynamics MECN 3010. Department of Mechanical Engineering Inter American University of Puerto Rico Bayamon Campus Dr. Omar E. Meza Castillo omeza@bayamon.inter.edu http://www.bc.inter.edu/facultad/omeza. Tentative Lecture Schedule.

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Schedule

Schedule. A circular motion problem. Exam 2: Friday, March 5. Example of Work : A block of mass M slides a distance D along a frictionless inclined plane, which makes an angle ? with the horizontal. (a) What force(s) do work? (b) How much work is done?.

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Potential Energy and Energy Conservation

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Chapter 8 Potential Energy and Conservation of E nergy ??? ???????

Chapter 8 Potential Energy and Conservation of E nergy ??? ???????. Chapter 8 Potential Energy and Conservation of Energy. 8-1 What is Physics? 8-2 Work and Potential Energy 8-3 Path Independence of Conservative Forces 8-4 Determining Potential Energy Values

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The formula for kinetic energy is:

Tue Jan 31 Today Review hw 5.5 Read p293-295 (p280) 83,87,91 (p307-9) 56, 61,76,81,82 ch 10-11 test next Tue. or Wed.!. The formula for kinetic energy is:. K=(mv 2 )/2 K=( mv ) 2 /2 K=2mv 2 K=(mg)/h. 0 of 30. The SI units for energy and work are:. Newtons Watts Joules Amperes.

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Fall 2004 Physics 3 Tu-Th Section

Fall 2004 Physics 3 Tu-Th Section. Claudio Campagnari Lecture 10: 28 Oct. 2004 Web page: http://hep.ucsb.edu/people/claudio/ph3-04/. Today: Electric Potential Energy. You should be familiar with the concept of gravitational potential energy from Physics 1 Let's review

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Chapter 13 Gravitation

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Dynamics: POWER AND EFFICIENCY

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Chapter 8

Chapter 8. Potential Enegy. Introduction. Potential Energy- Energy associated with the configuration of a system of objects that exert forces on each other. Associated with conservative forces. No Energy is lost/gained across the system boundaries

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Physics for Scientists and Engineers, 6e

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Physics 1A, Section 2

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Gravitational Potential Energy and Conservative vs. Nonconservative Forces

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Conservative Forces and Potentials

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Work

Work. Transformation rules define alternate sets of coordinates. 3 N Cartesian coordinates x i f generalized coordinates q m Select f degrees of freedom Small changes in a coordinate can be expressed by the chain rule. Generalized Coordinates. polar coordinate example.

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Physics 101: Lecture 12 Work and Energy

Physics 101: Lecture 12 Work and Energy. Chapter 6, sections 6.1, 6.2, 6.3 (Work and Energy) Reminders: Exam I, Tuesday September 30 th at 5 PM See PHY101 Web page for room assignments Do not forgot to bring your UB ID card !. Work & Energy. An important concept in physics

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Lagrangian

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Gravitational Energy

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