'Conservative forces' presentation slideshows

Physics I Review 2

Physics I Review 2. Review Notes Exam 2. Work. Work for Constant Force. Vector Dot Product. Work for Variable Force. Work-Energy Theorem. Class #10 Take-Away Concepts. Does work depend on the path? Conservative Forces. Conservative Forces Non-Conservative Forces.

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Chapter 25

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Mechanical Energy

Mechanical Energy. Chapter 5. 5. 1 Work. WORK: When a force acts upon an object to cause a displacement (scalar quantity) Three quantities that must be known: Force acting on the object Displacement of the object Angle between the force and the displacement. 5.1 Work Continued.

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Potential Energy and Energy Conservation

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PHY 113 C General Physics I 11 AM-12:15 P M MWF Olin 101 Plan for Lecture 8:

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Impulse and Momentum

Impulse and Momentum. Chapter 7. Expectations. After chapter 7, students will: be able to define and calculate the impulse of a force. be able to define and calculate the momentum of a moving object. understand and apply the impulse-momentum theorem.

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Physics 207, Lecture 15, Oct. 24

Physics 207, Lecture 15, Oct. 24. Chapter 11: Variable forces Conservative vs. Non-conservative forces Power Work & Potential Energy Start Chapter 13 Rotation Torque . Agenda: Chapter 11, Finish, Chapter 13, Just Start.

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Physics 203 College Physics I Fall 2012

Physics 203 College Physics I Fall 2012. S. A. Yost. Chapter 6 Part 1. Work and Kinetic Energy. Announcements. Read Chapter 6 for next time. You can skip sec. 6-2. Today we will discuss sec. 6.1, 6.3, and 6.10 on Work, Kinetic Energy, and Power.

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PHY 113 A General Physics I 9-9:50 AM MWF Olin 101 Plan for Lecture 12:

PHY 113 A General Physics I 9-9:50 AM MWF Olin 101 Plan for Lecture 12: Chapter 7 -- The notion of work Kinetic energy and the Work-Kinetic energy theorem Potential energy and work; conservative forces.

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World War One

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Chapter 7: Kinetic Energy and Work

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Gravitational Potential Energy and Conservative vs. Nonconservative Forces

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Energy Conservation

Energy Conservation. And Non-Conservative Forces. Conservation of Mechanical Energy. Definition of mechanical energy:. (8-6). Using this definition and considering only conservative forces, we find. Or equivalently. Conservation of Mechanical Energy.

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Energy Examples

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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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Dissipative Force

Dissipative Force. Generalized force came from a transformation. Jacobian transformation Not a constraint Conservative forces were separated in the Lagrangian. Non-Potential Force. Velocity Dependent. A function M may exist that still permits a Lagrangian.

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C I N C O D E M A Y O

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AP Physics Chpts 6-9 Test

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Types of Collisions

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