Hand in labs. Get into groups of 2-3 Discuss the following question: Which requires more work? Holding a heavy chair at arm length for a few minutes Carrying.

Slides:



Advertisements
Similar presentations
Chapter 5: Work and Energy
Advertisements

Chapter 5 – WORK and ENERGY
Preview Section 1 Work Section 2 Energy
Copyright © by Holt, Rinehart and Winston. All rights reserved. ResourcesChapter menu Work and Energy Chapter 5 Table of Contents Section 1 Work Section.
Work, Energy, And Power m Honors Physics Lecture Notes.
Chapter 5 – WORK and ENERGY. 5.2 MECHANICAL ENERGY.
Work and Energy Chapter 7.
DEFINITION OF KINETIC ENERGY Kinetic energy is the energy of motion
Chapter 5 Work and Energy
Chapter 5 Work and Energy
Chapter 6 Work & Energy.
Work and Energy Section 1 © Houghton Mifflin Harcourt Publishing Company What do you think? List five examples of things you have done in the last year.
Work. Work is the product of the magnitude of the __________________ moved times the component of a ________________ in the direction of the ________________.
Bellringer 10/25 A 95 kg clock initially at rest on a horizontal floor requires a 650 N horizontal force to set it in motion. After the clock is in motion,
Work and Energy © 2014 Pearson Education, Inc..
Chapter 5 Work and Energy. Force, displacement  WORK.
Chapter 5 – Work and Energy If an object is moved by a force and the force and displacement are in the same direction, then work equals the product of.
Work, Power, Energy Work.
WORK AND ENERGY 1. Work Work as you know it means to do something that takes physical or mental effort But in physics is has a very different meaning.
College Physics, 7th Edition
Chapter 6 Work and Energy.
November 16 th 2009 Objectives SWBAT Relate the concepts of energy, power, and time SWBAT Calculate power in two different ways Catalyst Can the KE of.
Mechanics Work and Energy Chapter 6 Work  What is “work”?  Work is done when a force moves an object some distance  The force (or a component of the.
Energy m m Physics 2053 Lecture Notes Energy.
Work and Energy Section 1 © Houghton Mifflin Harcourt Publishing Company Preview Section 1 WorkWork Section 2 EnergyEnergy Section 3 Conservation of EnergyConservation.
Work and Energy. Work a force that causes a displacement of an object does work on the object W = Fdnewtons times meters (N·m) or joules (J)
Unit Two: Mechanical Energy A: Work- –in everyday life, it means many things –In physics, work is “what is accomplished when a force acts on an object.
Lesson 1 unit 4. Energy Energy can be defined as the capacity to work or to accomplish a task. Example: burning fuel allows an engine to do the work of.
Work and Energy Chapter 7 Conservation of Energy Energy is a quantity that can be converted from one form to another but cannot be created or destroyed.
Chapter 5 “Work and Energy” Honors Physics. Terms In science, certain terms have meanings that are different from common usage. Work, Energy and Power.
Force (N) Compression (cm) By using Hooke’s Law and the graph shown, work out the spring’s Spring Constant.
Work has a specific definition in physics. Work is done anytime a force is applied through a distance.
Sub title Potential Energy Work Work- Energy Theorem Kinetic Energy Power 200 Work-Power-Energy.
Chapter 6 Work and Energy. Units of Chapter 6 Work Done by a Constant Force Kinetic Energy, and the Work-Energy Principle Potential Energy Conservative.
Work and Energy.
Work and Energy. Work Done by a Constant Force The work done by a constant force is defined as the distance moved multiplied by the component of the force.
Work When a force acts on an object and the object moves a parallel distance.
Work and Energy.
332 – UNIT 6 WORK & ENERGY.
Work has a specific definition in physics
Work and Energy Physics Mr. Day. Work F Work - the product of the magnitudes of the component of a force along the direction of displacement and the displacement.
Work and EnergySection 1 © Houghton Mifflin Harcourt Publishing Company Preview Section 1 WorkWork Section 2 EnergyEnergy Section 3 Conservation of EnergyConservation.
Work and Energy Chapter 5 pg Chapter 12 pg
Work and EnergySection 1 Unit 3 Lesson 1: Work Goals: Recognize the difference between the scientific and ordinary definitions of work. Define work by.
Work and EnergySection 1 Preview Section 1 WorkWork Section 2 EnergyEnergy Section 3 Conservation of EnergyConservation of Energy Section 4 PowerPower.
WORK A force that causes a displacement of an object does work on the object. W = F d Work is done –if the object the work is done on moves due to the.
Chapter 5 Work and Energy.
Work- Mechanical Energy - ‘To Do Work, Forces Must Cause Displacements’ frictionless.
DO NOW: Work = _________________
Work and Energy. Section Objectives: Define work by relating it to force and displacement. Identify where work is being performed in a variety of situations.
Work Work Work –Work is done on an object when a force is applied and it moves in a direction that is parallel to the force acting on it.
Work, Energy & Power Physics 11. Work  In physics, work is defined as the dot product of force and displacement  The result is measured in Joules (J)
Energy Notes Energy is one of the most important concepts in science. An object has energy if it can produce a change in itself or in its surroundings.
Chapter 5 Work and Energy. Question A crate of mass 10 kg is on a ramp that is inclined at an angle of 30⁰ from the horizontal. A force with a magnitude.
Chapter 5 Work and Energy. Section 5-1: Work Work has a specific meaning in physics. Work is done when a force is exerted on an object causing the object.
Chapter 5 Work and Energy.
Copyright © by Holt, Rinehart and Winston. All rights reserved. ResourcesChapter menu Section 1 Work Chapter 5 Definition of Work Work is done on an object.
Chapter 6 Work and Energy © 2014 Pearson Education, Inc. No need to write information in red.
Energy Potential Energy (PE) Kinetic Energy (KE)
 A force does work on an object if it causes the object to move. Work is always done on an object and causes a change in the object. Work is not energy.
Recognize the difference between the scientific and ordinary definitions of work. Define work by relating it to force and displacement. Identify where.
Work and Energy Work.
Work, Energy and Power.
Energy Forms and Transformations
Chapter 5 Work and Energy
Essential Question: How do you calculate potential and kinetic energy?
Chapter 13 Work and Energy.
Chapter 5 Pgs
Warm-up Describe a situation that requires work..
Physics and The Mousetrap Car
Presentation transcript:

Hand in labs. Get into groups of 2-3 Discuss the following question: Which requires more work? Holding a heavy chair at arm length for a few minutes Carrying a bucket of water along a horizontal path while walking at constant velocity

Work and Energy

Recognize the difference between the scientific and ordinary definitions of work Define work, relating it to force and displacement Identify where work is being performed Calculate the net work done when many forces are applied to an object Identify several forms of energy Calculate kinetic energy for an object

Work is the force exerted on an object times the displacement of the object in that direction. Measured in Joules! (J) The force and displacement must be in the same direction Perpendicular force = no work W=Fd

Holding a heavy chair at arm length for a few minutes Carrying a bucket of water along a horizontal path while walking at constant velocity Actually, they both require the same amount of work. NONE!

The force in this situation is not in the same direction as displacement. However, a component of the force is!

A 20.0 kg suitcase is raised 3.0 m above a platform by a conveyor belt. How much work is done on the suitcase? 5.9 x 10 2 J

In 1453, during the siege of Constantinople, the Turks used a cannon capable of launching a stone cannonball with a mass of 5.40  10 2 kg. Suppose a soldier dropped a cannonball with this mass while trying to load it into the cannon. The cannonball rolled down a hill that made an angle of 30.0  with the horizontal. If 5.30  10 4 J of work was done by gravity on the cannonball as it rolled down a hill, how far did it roll? 20.0 m

If force acts in the opposite direction of displacement, negative work is done

Kinetic Energy is energy of an object due to its motion Units? Also Joules! A 6.0 kg cat runs 10.0 m/s. What is its kinetic energy? 3.0 x 10 2 J

Suppose a strong man pushes a 4.50 x 10 3 kg car with a force of 1840 N over 15 m. How fast is the car now moving? About 3.5 m/s W= ΔKE

Section Review, p. 171 P. 194, 19, 21

Take out the labs that you worked on Thursday (10/31) We’re going to have a discussion on this lab, which is due Wednesday as a Formal Lab Report

Potential Energy is stored energy. Potential Energy comes in many different forms. Gravitational Elastic Electric Magnetic Chemical

Potential Energy stored in the gravitational fields of interacting bodies Height must be defined from a certain reference point

Energy available for use when a deformed elastic object returns to its original configuration x= distance compressed or stretched k= spring constant

When a 2.00 kg mass is attached to a vertical spring, the spring is stretched 10.0 cm such that the mass is 50.0 cm above the table What is the gravitational potential energy associated with this mass relative to the table? What is the spring’s elastic potential energy if the spring constant is N/m? What is the total potential energy of the system? 9.81 J 2.00 J J

Why do things slow down? Friction causes Kinetic energy to become thermal energy (heat) We sometimes say this energy is ”lost” Total energy is still conserved!

A small 10.0 g ball is held to a slingshot that is stretched 6.0 cm. The spring constant is 2.0 x 10 2 N/m a.What is the elastic potential energy of the slingshot before it is released? b.What is the kinetic energy of the ball just after the slingshot is released? c.What is the ball’s speed at that instant? d.How high does the ball rise if it is shot directly upward? A= 0.36 J, B= 0.36 J, C= 8.5 m/s, D= 3.7 m

5.3 Lesson Check. Labs due Wednesday. Test Friday. ENJOY!

Power is the rate at which work is done. Change in work/time Force x speed Measured in watts. Measured in horsepower in American

Two horses pull a cart. Each exerts a force of N at a speed of 2.0 m/s for 10.0 min a)Calculate the power delivered by the horses. b)How much work is done by the two horses? a. 1.0 x 10 3 W, b. 6.0 x 10 5 W