Inclined Planes • Wood, Robert
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2 Simple Machines
Name Class Date CHAPTER 13 Work and Energy SECTION 2 Simple Machines KEY IDEAS As you read this section, keep these questions in mind: • What are simple machines? • What simple machines are in the lever family? • What simple machines are in the inclined plane family? • What are compound machines? What Are Simple Machines? We are surrounded by many different electronics and READING TOOLBOX machines. In physics, a machine is a mechanical device Compare As you read that changes the motion of an object. Remember that this section, make a chart machines make work easier by changing the way a force showing the similarities and is applied. Many machines, such as cars and bicycles, differences between the six simple machines. Describe are complicated. However, even the most complicated how each machine affects machine is made from a combination of just six simple input and output forces machines. Simple machines are the most basic machines. and distances. Include the Scientists divide the six simple machines into two fam- mechanical advantage each machine provides. ilies: the lever family and the inclined plane family. The lever family includes the simple lever, the pulley, and the wheel and axle. The inclined plane family includes the simple inclined plane, the wedge, and the screw. The lever family Simple lever Pulley EHHDBG@<EHL>K Wheel and axle 1. Infer What do you think The is the reason that the wedge inclined and the simple inclined plane plane are in the same family of simple machines? family Screw Simple inclined Wedge plane How Do Levers Work? If you have ever used a claw hammer to remove a nail from a piece of wood, you have used a simple lever. -
Cathedral, but It Is Aligned to Ohio's Learning Writing Standards Before the 2017 Revisions and Ohio's State Tests
Columbus City Schools This is an older resource which can provide ideas for teaching the Standards for English Language Arts Curriculum student mastery using The Cathedral, but it is aligned to Ohio's Learning Writing Standards before the 2017 revisions and Ohio's State Tests. Course/Grade Text Type Grade 7 Book Unit Cathedral: The Informative/ Explanatory (15 Days) Story of Its Construction (1120L) Portfolio Writing Prompt: After reading Cathedral, write an essay that describes how a famous building or a specific building in your community was constructed. Research the reasons the structure was built and the way the structure has been used over the years. Include multimedia resources such as a power point, video, posters or other multimedia to clarify your essay. Common Core Writing: Text types, responding to reading, and research The Standards acknowledge the fact that whereas some writing skills, such as the ability to plan, revise, edit, and publish, are applicable to many types of writing, other skills are more properly defined in terms of specific writing types: arguments, informative/explanatory texts, and narratives. Standard 9 stresses the importance of the reading-writing connection by requiring students to draw upon and write about evidence from literary and informational texts. Because of the centrality of writing to most forms of inquiry, research standards are prominently included in this strand, though skills important to research are infused throughout the document. (CCSS, Introduction, 8) Informational Text Informational/explanatory writing conveys information accurately. This kind of writing serves one or more closely related purposes: to increase readers knowledge of a subject, to help readers better understand a procedure or process, or to provide readers with an enhanced comprehension of a concept. -
Rokenbok Snapstack Student Engineering Workbook
Inclined Plane v2.0 Progression: Applications in Design & Engineering - Section 1 Student Engineering Workbook Team Members: Total Points 1. 3. Workbook: /22 pts 2. 4. Challenge: /30 pts Key Terms Write the definitions of each key term in the space provided. 1. Simple Machine: 2. Inclined Plane: 3. Rise: 4. Mechanical Advantage: 5. Force: 6. Work: 7. Effort: 8. Load: 1 Learn, Build & Modify Elements of an Inclined Plane There are two basic elements of an inclined plane. Identify the correct element in the spaces provided. 9. 10. 9. 10. Purpose of an Inclined Plane Fill in the blanks below. 11. Purpose: 12. The inclined plane makes work easier by __________________ the amount of effort that must be applied to raise or lower a load. 13. To reduce the amount of effort needed to raise or lower an object in an inclined plane, the length of the slope should be _______________________. (extended or reduced) Build and Modify Place a check in the boxes below as the team completes each step. 14. Build Rokenbok Inclined Plane 15. Test Inclined Plane - Step 1 16. Test Inclined Plane - Step 2 2 Build & Modify Understanding Mechanical Advantage Fill in the blanks in the statements below. 17. Mechanical Advantage exists when the ______________________ force of a machine is _____________________ than the ____________________ force that was applied to it. 18. For a machine to create mechanical advantage, it must trade increased time or ____________________ for reduced effort. Mechanical Advantage in an Inclined Plane Use the formula for calculating mechanical advantage to solve the Example 1 - Inclined Plane problems below. -
Chapter 8 Glossary
Technology: Engineering Our World © 2012 Chapter 8: Machines—Glossary friction. A force that acts like a brake on moving objects. gear. A rotating wheel-like object with teeth around its rim used to transmit force to other gears with matching teeth. hydraulics. The study and technology of the characteristics of liquids at rest and in motion. inclined plane. A simple machine in the form of a sloping surface or ramp, used to move a load from one level to another. lever. A simple machine that consists of a bar and fulcrum (pivot point). Levers are used to increase force or decrease the effort needed to move a load. linkage. A system of levers used to transmit motion. lubrication. The application of a smooth or slippery substance between two objects to reduce friction. machine. A device that does some kind of work by changing or transmitting energy. mechanical advantage. In a simple machine, the ability to move a large resistance by applying a small effort. mechanism. A way of changing one kind of effort into another kind of effort. moment. The turning force acting on a lever; effort times the distance of the effort from the fulcrum. pneumatics. The study and technology of the characteristics of gases. power. The rate at which work is done or the rate at which energy is converted from one form to another or transferred from one place to another. pressure. The effort applied to a given area; effort divided by area. pulley. A simple machine in the form of a wheel with a groove around its rim to accept a rope, chain, or belt; it is used to lift heavy objects. -
3657 SIMPLE MACHINES: INCLINED PLANE, WEDGE and SCREW Grade Levels: 7-12 15 Minutes CAMBRIDGE EDUCATIONAL 1998
#3657 SIMPLE MACHINES: INCLINED PLANE, WEDGE AND SCREW Grade Levels: 7-12 15 minutes CAMBRIDGE EDUCATIONAL 1998 DESCRIPTION Uses animated graphics and real examples to illustrate an inclined plane, wedge, and screw. Offers a definition of each and examines the relationship between the three. Shows how they have been used historically. Also defines simple machines and mechanical advantage. Reviews main concepts. ACADEMIC STANDARDS Subject Area: Science ¨ Standard: Understands motion and the principles that explain it · Benchmark: Knows the relationship between the strength of a force and its effect on an object (e.g., the greater the force, the greater the change in motion; the more massive the object, the smaller the effect of a given force) · Benchmark: Knows that when a force is applied to an object, the object either speeds up, slows down, or goes in a different direction Subject Area: Historical Understanding ¨ Standard: Understands and knows how to analyze chronological relationships and patterns · Benchmark: Knows how to construct time lines in significant historical developments that mark at evenly spaced intervals the years, decades, and centuries · Benchmark: Knows how to identify patterns of change and continuity in the history of the community, state, and nation, and in the lives of people of various cultures from times long ago until today AFTER SHOWING 1. Point out objects in the classroom that incorporate inclined planes, wedges and screws. 2. Dissect a toy or household gadget. Record progress in science notebooks with written notations and drawings. Identify each part as to type of simple machine and function. 3. Study the history of simple machines. -
Instructional Terminology A
Instructional Terminology ENGINEERING 15.0000.00 Analyze – to examine of the elements or structure of something A AC Voltage - alternating current; an electric current that reverses Archimedes Principle - any object wholly or partly immersed in fluid direction will be buoyed up by a force equal to the weight of the fluid displaced by the object AC/DC - alternating current and direct current; an electric Architectural engineer - an engineer who specializes in the Acceleration – the rate of change of a velocity per unit of time structural, mechanical, and electrical construction of buildings (a=∆v/∆t) Area - a part of an object or surface Accuracy - the degree to which the result of a measurement, calculation, or specification conforms to the correct value or a Assembling – putting together individual parts to create a final standard; exactness product Aeronautical engineer – a person who designs machines that fly; Assembly – individual parts that fit together to create a final product also known as Aerospace engineer Assessment – an evaluation technique Aerospace engineer —a person who designs machines that fly Atomic – relating to an atom, the smallest particle of a chemical Alloy – a mixture of metals element Alternating Current – electric current that reverses direction Atomic engineering – the branch of engineering concerned with the application of the breakdown of atoms as well as the fusion of atomic Alternative - available as another possibility nuclei or other subatomic physics; also known as nuclear engineering Ampere (AMP) – a -
The Hay Inclined Plane in Coalbrookdale (Shropshire, England): Geometric Modeling and Virtual Reconstruction
S S symmetry Article The Hay Inclined Plane in Coalbrookdale (Shropshire, England): Geometric Modeling and Virtual Reconstruction José Ignacio Rojas-Sola 1,* and Eduardo De la Morena-De la Fuente 2 1 Department of Engineering Graphics, Design and Projects, University of Jaén, Campus de las Lagunillas, s/n, 23071 Jaén, Spain 2 Research Group ‘Engineering Graphics and Industrial Archaeology’, University of Jaén, Campus de las Lagunillas, s/n, 23071 Jaén, Spain; [email protected] * Correspondence: [email protected]; Tel.: +34-953-212452 Received: 9 April 2019; Accepted: 22 April 2019; Published: 24 April 2019 Abstract: This article shows the geometric modeling and virtual reconstruction of the inclined plane of Coalbrookdale (Shropshire, England) that was in operation from 1792 to 1894. This historical invention, work of the Englishman William Reynolds, allowed the transportation of boats through channels located at different levels. Autodesk Inventor Professional software has been used to obtain the 3D CAD model of this historical invention and its geometric documentation. The material for the research is available on the website of the Betancourt Project of the Canary Orotava Foundation for the History of Science. Also, because the single sheet does not have a scale, it has been necessary to adopt a graphic scale so that the dimensions of the different elements are coherent. Furthermore, it has been necessary to establish some dimensional, geometric, and movement restrictions (degrees of freedom) so that the set will work properly. One of the main conclusions is that William Reynolds designed a mechanism seeking a longitudinal symmetry so that, from a single continuous movement, the mechanism allows two vessels to ascend and descend simultaneously. -
The Amazing Normal Forces
THE AMAZING NORMAL FORCES Horia I. Petrache Department of Physics, Indiana University Purdue University Indianapolis Indianapolis, IN 46202 November 9, 2012 Abstract This manuscript is written for students in introductory physics classes to address some of the common difficulties and misconceptions of the normal force, especially the relationship between normal and friction forces. Accordingly, it is intentionally informal and conversational in tone to teach students how to build an intuition to complement mathematical formalism. This is accomplished by beginning with common and everyday experience and then guiding students toward two realizations: (i) That real objects are deformable even when deformations are not easily visible, and (ii) that the relation between friction and normal forces follows from the action-reaction principle. The traditional formulae under static and kinetic conditions are then analyzed to show that peculiarity of the normal-friction relationship follows readily from observations and knowledge of physics principles. 1 1. Normal forces: amazing or amusing? Learning about normal forces can be a life changing event. In introductory physics, we accept and embrace these totally mysterious things. Suddenly, normal forces become a convenient answer to everything: they hold objects on floors, on walls, in elevators and even on ceilings. They lift heavy weights on platforms, let footballs bounce, basketball players jump, and as if this was not enough, they even tell friction what to do. (Ah, the amazing friction forces – yet another amazing story! [1]) Life before physics becomes inexplicable. This article is about building an intuition about normal forces using the action-reaction law of mechanics and the fact that real objects are deformable. -
The Way We Work Getting to Know the Amazing Human Body by David Macaulay
News from Houghton Mifflin Books for Children For Immediate Release Contact: Karen Walsh 617.351.3647, [email protected] The Way We Work Getting to Know the Amazing Human Body By David Macaulay From a child gymnast in San Francisco to an elderly doctor in India to an award-winning children’s book creator in Vermont, one thing we all have in common is that each of us has a body. Many of us also share the habit of ignoring it until something goes wrong. The MacArthur "genius" and Caldecott Medalist David Macaulay was no exception. Best known for the international bestseller, The Way Things Work , he’d managed to overlook the most incredible machine of all. Now he has turned his uncanny ability to explain to the human body and the result, The Way We Work (on-sale October 7, 2008) , is book like no other! For Macaulay, it all begins with the cell. Starting with an exploration of these tiny, remarkable building blocks, he takes readers on a stunning visual journey through the major systems of the body, using detailed colored pencil drawings to illustrate how the various parts of our body work both separately and together, coming full circle in the final chapter, where he explains how cells from a man and woman combine to create new life. To research this extensive book, Macaulay put in years talking and studying with doctors and researchers, attending medical procedures, and laboriously sketching and drawing. He worked with top medical professionals including Dr. Lois Smith, a professor at Harvard University and researcher at Children’s Hospital Boston, as well as medical writer Richard Walker, to ensure the accuracy of both his words and his illustrations. -
Simple Machines and Building the Great Pyramid B.Indd
Systems and Simple Machines Simple Machines and Building the Great Pyramid Correlation Fountas & Pinnell N DRA 30 Estimated Lexile Measure 660L Written under funding from Monroe 2–Orleans BOCES by: Antonietta Quinn, Resource Teacher Danielle Hoch, Reading Specialist Designed and Printed by the BOCES 2 Printing and Graphics Services. 10/11 Copyright 2011 by the Board of Cooperative Educational Services for the Second Supervisory District of Monroe and Orleans Counties, Elementary Science Program. All rights reserved. This publication may only be reproduced for one-time classroom use. No part of this publication may be stored in a retrieval system, or transmitted or reproduced, in any form by any means, electronic, mechanical photocopying, recording, or otherwise, without the prior written permission of Monroe 2–Orleans BOCES, Elementary Science Program. Elementary Science Program www.espsciencetime.orgwww espsciencetime or Table of Contents Background .........................................................3 Great Pyramid ....................................................4 Gather and Move Stone ..................................6 Levers and Inclined Planes .............................7 Wedges.............................................................. 11 Conclusion .........................................................12 Glossary .............................................................13 2 15 Background Lever The pyramids of Egypt are amazing. They a stiff bar that sits or turns on a fulcrum were built without the tools we use today. used to raise or move a load. There were no computers. There were no complex machines to cut and move the Limestone large stones. The Egyptians did not have a rock used as a building stone. electricity. Still they were able to build these giant pyramids. Pharaoh About four thousand years ago, Egypt was an ancient Egyptian king. ruled by kings. These kings were called Quarry pharaohs (fair-ohs). When the pharaohs a pit where stone is gathered. -
365Ink96.Pdf
It’s been almost a year since I lost my dad, but on the project and talked a lot (as he could tend it seems like this month he’s still about a big a to do) about the plan. He was quite excited to part of life as he was when he was here. That see it come together. He and my brother Brad is, except for the very huge void where I’d give are both veterans and had purchased a stone at about anything to talk to him again. Still, with- the plaza with their names and service informa- out his physical presence and words of advice, tion on it, as so many veterans and their families he still keeps popping his spirit into my life al- have done. I wish he could have been there to most daily. see it be dedicated, and I’m sure he was looking down on us. He was at the top of my mind for Aside from my regular trips to visit him at Mt. the whole ceremony and I’m sure for my mom Calvary and saying good night to him every as well, who was also there. But I didn’t assume night when I go past his photos on the wall at many others were thinking of him at that very the top of the stairs, you would not think that he time as well. As it turns out, I was wrong. could still be making such an impact on things this far along. But the work he did and people whose lives he touched when he was here were clearly larger than I realized. -
The Enigma of the Inclined Plane from Hero to Galileo Sophie Roux, Egidio Festa
The Enigma of the Inclined Plane from Hero to Galileo Sophie Roux, Egidio Festa To cite this version: Sophie Roux, Egidio Festa. The Enigma of the Inclined Plane from Hero to Galileo. Mechanics and Natural Philosophy before the Scientific Revolution, Kluwer Academic Publishers, pp.195-221, 2008. halshs-00806464 HAL Id: halshs-00806464 https://halshs.archives-ouvertes.fr/halshs-00806464 Submitted on 2 Apr 2013 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. THE ENIGMA OF THE INCLINED PLANE FROM HERON TO GALILEO 1 Sophie Roux and Egidio Festa The law of the inclined plane states that the ratio between a weight and the force needed to balance this weight on a given inclined plane is equal to the ratio between the length and the height of this plane. With the peremptory tone for which he is known, Descartes affirmed that this law was 2 known to “all those who write about mechanics”. Yet the problem of the inclined plane appears neither in Aristotle nor in Archimedes, and while writers such as Heron of Alexandria, Pappus of Alexandria, Leonardo da Vinci, Girolamo Cardano, and Colantonio Stigliola do indeed formulate it, they do not find the solution.