12-1 Physics I Class 12 Potential Energy and Conservation of Energy.

Slides:



Advertisements
Similar presentations
R2-1 Physics I Review 2 Review Notes Exam 2. R2-2 Work.
Advertisements

Review Chap. 7 Potential Energy and Energy Conservation
PHYS16 – Lecture 18 Ch. 8 Energy Conservation. Conservative vs. Non-conservative Forces Conservation of Energy – Basic Equations – Systems without Friction.
09-1 Physics I Class 09 Potential Energy and Conservation of Energy.
King Fahd University of Petroleum & Minerals Mechanical Engineering Dynamics ME 201 BY Dr. Meyassar N. Al-Haddad Lecture # 16.
Conservation of Kinetic Energy
12-1 Physics I Class 12 Conservative Forces and Potential Energy.
09-1 Physics I Class 9 Conservation of Momentum in Two and Three Dimensions.
15-1 Physics I Class 15 Conservation of Angular Momentum.
06-1 Physics I Class 06 Conservation of Momentum.
19-1 Physics I Class 19 Coulomb’s Law Forces Known to Physics (Review)
Non-Conservative Forces,
22-1 Physics I Class 22 Electric Potential Work Integral in Multiple Dimensions (Review)
Physics 218 Lecture 11 Dr. David Toback Physics 218, Lecture XI.
20-1 Physics I Class 20 Electric Potential Work Integral in Multiple Dimensions (Review)
King Fahd University of Petroleum & Minerals Mechanical Engineering Dynamics ME 201 BY Dr. Meyassar N. Al-Haddad Lecture # 16.
10-1 Physics I Class 10 Potential Energy and Kinetic Energy in Spring Systems.
Physics 218: Mechanics Instructor: Dr. Tatiana Erukhimova Lecture 20.
Happyphysics.com Physics Lecture Resources Prof. Mineesh Gulati Head-Physics Wing Happy Model Hr. Sec. School, Udhampur, J&K Website: happyphysics.com.
Chapter 6 Work and Energy.
15-1 Physics I Class 15 Conservation of Angular Momentum.
Problem Solving Using Conservation of Mechanical Energy
Physics 321 Hour 7 Energy Conservation – Potential Energy in One Dimension.
Work Done by a Varying Force (1D). Force Due to a Spring – Hooke’s Law.
Copyright © 2008 Pearson Education, Inc., publishing as Pearson Addison-Wesley. Chapter 11. Work Chapter 11. Work In this chapter we explore How many kinds.
Work, Energy, Power and Conservation Laws. In this week we will introduce the following concepts: o Kinetic energy of a moving object o Work done by a.
8.1 The Nonisolated System: Conservation of Energy 8.1 Conservation of energy  E system =   K +  U +  E int = W + Q + T MW.
Chapter 6: Work and Energy Essential Concepts and Summary.
Honors Physics Conservation of Mechanical Energy.
Exam 2. Exam 2 Formulas Conservation Laws Dynamics vs. Conservation Laws The Stages of Knowing Less is more Quantum Physics $0.72 in my pocket Draw x(t)?
7.2 Work Done by a Constant Force 7.1 Work done by a constant force The work, W, done on a system by an agent exerting a constant force on the system is.
Chapter 18 Section 18.4 Another Notation for Line Integrals.
Conservation of Mechanical Energy Mechanical Energy – The sum of Potential and Kinetic Energies ME=PE+KE The conservation of mechanical energy states that.
PHY 205 Ch2: Motion in 1 dimension 7.1 Potential Energy 7.2 Conservation of Mechanical Energy 7.3 Conservation of Energy 7.4 Mass and Energy 7.5 Quantization.
Work and Energy. Scalar (Dot) Product When two vectors are multiplied together a scalar is the result:
Work Readings: Chapter 11.
Formulas. Work Units – joules (J) Power Units – watts (w)
Physical Modeling, Fall WORK Work provides a means of determining the motion of an object when the force applied to it is known as a function of.
WORK KINETIC ENERGY THEOREM. THE WORK ENERGY THEOREM Up to this point we have learned Kinematics and Newton's Laws. Let 's see what happens when we apply.
In this chapter we will introduce the following concepts:
Conservation of Energy Energy and its Conservation
Work The work done on an object by a constant force is given by: Units: Joule (J) The net work done on an object is the sum of all the individual “works”
Conservative and Non-Conservative Forces The work to lift an object and to carry it up an incline plane are the same…simple machines save us force not.
Impulse and Momentum. Definition of Linear Momentum The linear momentum of an object is defined to be the product of its _____ and its ________ Linear.
Conservative and Non- Conservative Forces Hey—where did the energy go? § 7.3.
Kinetic Energy (E K ) Energy an object has due to its motion Potential Energy (E P ) Energy an object has due to its position/location Mechanical Energy.
6. Work and Energy Work Definitions: This is line integral Example: Find work done by a force on a particle that is moving from the origin to the point.
PHY 205 Ch2: Motion in 1 dimension 7.1 Potential Energy 7.2 Conservation of Mechanical Energy 7.3 Conservation of Energy 7.4 Mass and Energy 7.5 Quantization.
Conservative and Nonconservative Forces
Conservation of Energy and Power
Conservative Forces and Non-Conservative Forces
Elastic Collisions.
Honors Physics 1 Class 09 Fall 2013
قطار التعرج مجلس أبوظبي للتعليم منطقة العين التعليمية
Energy Potential and Kinetic.
Physics I Class 20 Electric Potential.
Potential Energy and Conservation of Energy.
Potential Energy and Conservation of Energy
Do Now Heading: Energy Transformations
ماذا نعني بأن الطاقة كمية محفوظة؟!
Topic: Energy Physics 231.
11-1 Physics I Class 11 Conservative Forces, Non-Conservative Forces, and Collisions.
Derivative or Integral
Energy, Work & Power Energy Problems Day #2.
Energy Transformations & Conservation
Do Now Give 1 example of potential energy.
Lesson 16 potential and Kinetic Energy
Chapter 5 Work and energy.
Energy Transformations and Conservation
Conservation of Momentum
Presentation transcript:

12-1 Physics I Class 12 Potential Energy and Conservation of Energy

12-2 Work (Review)

12-3 Work Integral in Multiple Dimensions

12-4 Does work depend on the path? Conservative Forces

12-5 Conservative Forces Non-Conservative Forces

12-6 How Conservative Forces Help Us Calculate Work

12-7 Conservative Forces and Potential Energy

12-8 Conservative Forces and Potential Energy

12-9 Two Common Potential Energy Functions in Physics 1

12-10 Potential Energy, Kinetic Energy, and Conservation of Energy

12-11 Example Problem Skateboarder Going Up a Ramp

12-12 Class #12 Take-Away Concepts

12-13 Class #12 Problems of the Day

12-14 Answer to Problem 1 for Class #12

12-15 Class #12 Problems of the Day

12-16 Answer to Problem 2 for Class #12

12-17 Activity #12 Conservation of Energy

12-18 Class #12 Optional Material Work and Potential Energy