Engineering Innovation What is Engineering? How does it differ from science? Science: DESCRIBE EXPLAIN Parameters: θ, Ψ, ρ, σ 2,☺,λ, Ǻ, g, ћ, H 2 C 5 OH,...

Slides:



Advertisements
Similar presentations
DEVELOPING CRITICAL THINKING SKILLS - THE IMPORTANCE OF DEEP KNOWLEDGE ACQUIRED BY IMPROVED STUDY METHODS Greg Foley School of Biotechnology, Dublin City.
Advertisements

Problem Solving Strategies
Introduction to Science
Ch. 3.1 – Measurements and Their Uncertainty
What is learning? Synthesizing theory and knowledge in order to solve problems: Not just theory out of context--the “what”. But also the “why”, “when”,
1.4 Problem-solving in chemistry
Chapter One SCIENCE SKILLS.
~ Science for Life not for Grades!. Why choose Cambridge IGCSE Co-ordinated Sciences ? IGCSE Co-ordinated Sciences gives you the opportunity to study.
Spaghetti Bridges The Pasta Sensations! Take a look at some designs…….
© 2007 Pearson Prentice Hall This work is protected by United States copyright laws and is provided solely for the use of instructors in teaching their.
Introduction and Chapter 1
Chapter 1 Measurement and Problem Solving
Chapter 8: Problem Solving
Energy is the capacity to do work. Physical changes such as boiling, freezing and evaporation involve energy changes. Chemical changes involve chemical.
1 Lec 2: Problem solving, conservation of mass. 2 For next time: –Read: § 1-10 to 1-11; 2-1 to 2-4. Outline: –Properties of systems. –Problem solving.
Bubble Splat! Splat a bubble! You will reveal a word, a number or a symbol - try and predict what links all of the bubbles…
Chapter 1 Introduction to Chemistry. Section 2 Objectives w Define chemistry & matter w Compare & contrast mass & weight w Explain why chemists are interested.
CriteriaExemplary (4 - 5) Good (2 – 3) Needs Improvement (0 – 1) Identifying Problem and Main Objective Initial QuestionsQuestions are probing and help.
CHAPTERS 2&3 Engineering Majors 1 ELEC 104, Fall 2010 Dr. McKinney.
Welcome to Dingo State School Numeracy Afternoon.
Unit Portfolio Presentation Larry Sepulveda. Unit Summary Stoichiometry: The conservation of atoms in chemical reactions leads to the principle of conservation.
Chapter 1 Matter and Measurement. What is Chemistry? The study of all substances and the changes that they can undergo The CENTRAL SCIENCE.
INTRODUCTION TO SCIENCE Chapter 1 Physical Science.
Mr. Ramos.  Chemistry is the study of matter, and matter is the stuff things are made of.  Matter is anything that takes up space and has mass.  All.
Chapter 1 Science Skills. 1.1 What is Science?  Science is a system of knowledge and the methods you use to find that knowledge  The goal of science.
Electric Forces and Electric Fields
© 2005 Pearson Prentice Hall This work is protected by United States copyright laws and is provided solely for the use of instructors in teaching their.
Engineering Practicum Baltimore Polytechnic Institute M. Scott Describe 3 entirely different (but practical) ways for determining the area (in cm 2 ) of.
Problem Solving Unit 1B Significant Figures, Scientific Notation & Dimensional Analysis.
Chapter 1 Introduction, Measurement, Estimating. Outline of Chapter 1 The Nature of Science Physics and Its Relation to Other Fields Measurement and Uncertainty;
An introduction to engineering adapted from the course “What is Engineering?” offered to freshman at Johns Hopkins University What is Engineering?
Lecture 7: What is Regression Analysis? BUEC 333 Summer 2009 Simon Woodcock.
Chapter 2 Matter and Energy.
Scientific Measurement Measurements and their Uncertainty Dr. Yager Chapter 3.1.
General and Inorganic Chemistry Introduction to Chemistry.
Chapter Three: The Scientific Process  3.1 Inquiry and the Scientific Method  3.2 Experiments and Variables  3.3 The Nature of Science and Technology.
Ch. 1: Introduction: Physics and Measurement. Estimating.
Learning to learn Learning to teach
Dancing and running shake up the chemistry of happiness. Mason Cooley Mason Cooley Read more at
Electric Forces and Electric Fields
Measurements & Uncertainty
© 2014 Pearson Education, Inc. This work is protected by United States copyright laws and is provided solely for the use of instructors in teaching their.
Chapter 1: Introduction. Physics The most basic of all sciences! Physics: The “Parent” of all sciences! Physics: The study of the behavior and the structure.
ENGR 214 Conservation Principles in Continuum Mechanics Walter E. Haisler Professor of Aerospace Engineering 719C H.R. Bright Bldg.
COMPUTERS SIMULATION IN MATHEMATICS EDUCATION Dr. Ronit Hoffmann Kibbutzim College of Education, Israel.
Measurement Vocab. Measurement: a quantity that has both a number and a unit Measuring: a description of your observation.
Chapter 1 Introduction, Measurement, Estimating 1.
Matter, Measurement, and Problem Solving. Measurement and Significant Figures Tro: Chemistry: A Molecular Approach, 2/e.
Copyright © by Holt, Rinehart and Winston. All rights reserved. Section 1 The Nature of Science Objectives  Describe the main branches of natural science.
Review and Graphical Analysis PVHS Honors Physics Part 1.
Virtual University of Pakistan
Preamble to the Constant Alpha
Lesson 7.5 Scale Drawings 5-7 Scale Drawings and Scale Models
Chemistry: An Introduction
Measuring and Calculating
Chapter 1 Introduction, Measurement, Estimating
Unit 1 - Introduction to Matter
8/31/16 Today I will discover facts about an element
Parent workshop 2014.
EXPLORING COMPUTER SCIENCE Journal Entries, Portfolio Entries, And Check Your Understanding Unit 2 – Strand 2 Problem Solving This unit focuses on.
Quick Review 2012 Pearson Education, Inc..
Introduction, Measurement & Estimating
Introduction to Structured Programming
Physics: Principles with Applications, 6th edition
What is Engineering-MIT
Physics: Principles with Applications, 6th edition
Chapter 1 Introduction, Measurement, Estimating
Propagation of Error Berlin Chen
Propagation of Error Berlin Chen
Presentation transcript:

Engineering Innovation What is Engineering? How does it differ from science? Science: DESCRIBE EXPLAIN Parameters: θ, Ψ, ρ, σ 2,☺,λ, Ǻ, g, ћ, H 2 C 5 OH,... Starting salary: $37.5K (chemist) Engineering: INVENT DESIGN BUILD Parameters: $ Starting salary: $59.5K (chemical engineer) iPod spandex

Engineering Innovation What is Engineering? Building a house Cooking dinner Designing a fuel-efficient car Siting a biological incinerator Mathematics/statistics Physics Economics Art Social studies Political science Environmental science Chemistry

Engineering Innovation What is Engineering? “Education is what’s left after you’ve forgotten all the facts” Ben Franklin Albert Einstein Oscar Wilde “Don't let schooling interfere with your education” Mark Twain

Engineering Innovation What is Engineering? Engineering is problem-solving

Engineering Innovation What is Engineering? Schools, in contrast to the rest of the world, focus on the acquisition of generalized learning. Schools aim to teach general skills and theoretical principles on the assumption that, once acquired, these skills can then be used in a wide variety of settings. However, studies of expert performance indicate that expertise does not come about primarily from the application of general skills, but involves the use of situationally specific, relevant knowledge. General skills have no actual use in the real world. Lauren. B. Reznick (1987), The 1987 Presidential Address: Learning in School and Out

Engineering Innovation What is Engineering? What is learning? Synthesizing theory and knowledge in order to solve problems: Not just theory out of context--the “what”. But also the “why”, “when”, and under what conditions the theory may be invoked to solve a problem. Learning is also discovering what doesn’t work. "... a failed structure provides a counterexample to a hypothesis and shows us incontrovertibly what cannot be done, while a structure that stands without incident often conceals whatever lessons or caveats it might hold for the next generation of engineers." Henri Petroski, To Engineer Is Human

Engineering Innovation What is Engineering? Best educational technique: Apprenticeships Graduate-student training Medical residency programs Plumber’s apprenticeships Music lessons Tutoring rather than lecturing! Promoting self discovery! Showing how to learn!

Engineering Innovation What is Engineering? Problems “out of chapter” Assignments that involve efficiency, cost, functionality, accuracy Back-of-the-envelope problems: “Fermi questions” Experiments to deduce underlying principles Hands on--laboratories, virtual laboratories, projects Written and oral presentation Some vehicles for learning

Engineering Innovation What is Engineering? 1) Properties of materials 2) Materials laboratory 3) Theory of structures 4) Design a bridge to specification 5) Build it 6) Test it Assign projects

Engineering Innovation What is Engineering? If you have to lecture... Do’s –Introduce each topic or subtopic by posing a problem Suppose we need to devise a robot that moves toward light... Suppose we want to separate fat from gravy for a Thanksgiving dinner... Suppose we want to bid on a tree as material for a toothpick factory... Suppose we need a bridge to support the weight of a car... Suppose we would like to deduce the period of a pendulum... –Continually ask “why” Why do we want to do this? Why do we care? Why digital instead of analog? Why binary instead of decimal?

Engineering Innovation What is Engineering? If you have to lecture... Do’s (cont.) –Ask the complementary question “Why not?” Why not use Elmer’s glue (or a glue gun) on spaghetti bridges? Why not measure the weight of a single penny on a postal scale? Why not use titanium to build bridges?

Engineering Innovation What is Engineering? Do’s (cont.) –Ask “what?” What tools/principles can we use on this problem? –finding forces in members attached to a pin joint on a stationary structure –separating alcohol from water –improving the accuracy of a measurement What are the conditions under which XXXX will/will not work? –Can we have a stone lintel that spans 20 feet? –When will a model yield characteristics of its full-scale counterpart? –What does it mean if the mass entering a control volume does not equal the mass leaving a control volume? If you have to lecture...

Engineering Innovation What is Engineering? Do’s (cont.) –Give examples and counter examples –Give reasons for each step in solving a problem (the solution is less important than the strategy for approaching it) –Pose sub-problems, i.e., “what if?” –Relate to other fields mass conservation vs. Kirchoff’s laws heat flow vs. electron flow vs. particle diffusion (gradient transport) If you have to lecture...

Engineering Innovation What is Engineering? Don’ts –Don’t present theories/calculations without context –Don’t use ambiguous or loosely defined terms –Don’t give “plug and chug” problems (maybe it’s OK occasionally) –Don’t present topics without placing them within a “bigger picture” If you have to lecture...

Engineering Innovation What is Engineering? A Problem Describe three entirely different (but practical) ways for determining the area of the darkened region to within 0.1%. Pick one. Then deduce the area (in cm 2 ). Would a different method give a more accurate result with less effort? Explain. Might one method be better for rough estimates, another better for precise estimates. Explain. Does the effectiveness of your methods depend on the shape of the figure? Explain.

Engineering Innovation What is Engineering? Some possibe answers: 1) Superpose a finely-spaced grid over the figure and count squares 2) Cut out the figure and weigh it. Then compare that weight to that of a piece of paper of known area. If the weight is too small to be measured with an available scale, transfer the figure to another piece of uniformly-dense material which is in the range of your scale. 3) Throw darts (figuratively, of course). Draw a rectangle (whose area can be calculated) which completely encloses the figure. Pick random points within the rectangle and count which ones fall within the darkened figure. The ratio of the number of those points within the darkened area to those within the entire rectangle can be used to estimate the darkened area. (Monte-Carlo integration.)

Engineering Innovation What is Engineering? More possible answers... 4) Divide the darkened figure into local regions which can be piecewise integrated numerically. 5) Use a “polar planimeter”—a gadget which mechanically integrates the area defined by a closed curve. (How does a planimeter work?) 6) Draw a rectangle on the darkened region of known area. Computer- scan the darkened figure. Write a program to count the number of pixels of the darkened color. Compare that number with those pixels within the rectangle. 7) Build a container whose cross-section is that of the darkened figure. Fill the container with 1000cc of water and measure the water level in the container.