: Dynamics, by Beer, Johnston, Cornwell, and Self.Dr. Yirong Lin, The University of Texas, El Paso Dr. Yirong Lin is currently an Associate Professor in Department of Mechanical Engineering the Uni- versity of Texas at El Paso. Before that, he was a postdoc at University of Florida and Arizona State University from 2009 to 2011. He received his Ph.D. degree in Mechanical Engineering from Arizona State University in 2009. Dr. Lin’s research interests fall in design, fabrication and characterization of advanced multifunctional material systems for embedded sensing, structural health monitoring, vibration and solar energy harvesting and storage. His research encompasses micromechanics modeling, materials
Paper ID #23730Motivation Building Strategies of Mathematics Instruction for Undergradu-ate Students in Mechanical EngineeringDr. Amitabha Ghosh, Rochester Institute of Technology (COE) Dr. Amitabha Ghosh is a licensed Professional Engineer with a Ph.D. in general engineering composite (Major: Aerospace Engineering) from Mississippi State University. He obtained his B.Tech. and M.Tech. degrees in Aeronautical Engineering from Indian Institute of Technology, Kanpur. He is a professor of Mechanical Engineering at Rochester Institute of Technology. His primary teaching responsibilities are in the areas of fluid mechanics
Paper ID #26600Enhancing the Success of Electronics and Mechanical Engineering Technol-ogy Students with an Engineering Calculus II Class Utilizing Open-sourceMathematical SoftwareDr. Erik A. Mayer, Pittsburg State University Erik Mayer is a Professor at Pittsburg State University in Kansas where he has been instrumental in form- ing the Electronic Embedded Systems emphasis in the Electronics Engineering Technology program. His research interests are power electronics and embedded systems. He previously taught at Bowling Green State University in Ohio where he worked with the Electric Vehicle Institute . In addition, he
their undergraduate engineering curricula, and extensively shared their results with the engineering education community. He co-created the Integrated, First-Year Curriculum in Science, Engineering and Mathematics at Rose-Hulman Institute of Technology, which was recognized in 1997 with a Hesburgh Award Certificate of Excellence. He has authored or co-authored over 70 papers on engineering education in areas ranging from curricular change to faculty development. He is collaborating on NSF-supported projects for (i) renewal of the mechanics of materials course, (ii) improving preparation of students for Calculus I, (iii) systemic application of concept inventories. He is currently an ABET Program Evaluator and a
2006-728: INNOVATIVE TEACHING OF FOURIER SERIES USING LABVIEWPeter Avitabile, University of Massachusetts-Lowell Peter Avitabile is an Associate Professor in the Mechanical Engineering Department and the Director of the Modal Analysis and Controls Laboratory at the University of Massachusetts Lowell. He is a Registered Professional Engineer with a BS, MS and Doctorate in Mechanical Engineering and a member of ASEE, ASME and SEM.Jeffrey Hodgkins, University of Massachusetts-Lowell Jeff Hodgkins is a Graduate Student in the Mechanical Engineering Department at the University of Massachusetts. He is currently working on his Master’s Degree in the Modal Analysis and Controls Laboratory
Maritime Academy. Studentsappreciate its highly visual interface and nimble facility with engineering unit display andconversion. Its application is carried beyond the numerical methods course and into coreengineering classes, e.g. strength of materials, fluid mechanics, and engineering testlaboratories. As the case study has shown, MATHCAD enables students to reinforcetheir knowledge of the underlying mathematics behind the numerical method. With aversatile combination of graphical display, symbolic processing, and user-definedcomputer programs, MATHCAD augments the student’s experience base which is a vitalcomponent for their future careers in solving complex engineering problems.References1 C. Domnisoru, “Using MATHCAD in Teaching Power
AC 2008-1703: ENHANCING PRECALCULUS CURRICULA WITH E-LEARNING:IMPLEMENTATION AND ASSESSMENTJanet Callahan, Boise State University Janet M. Callahan is Associate Dean for Academic Affairs at Boise State University. She received a Ph.D. in Materials Science, a M.S. in Metallurgy and a B.S. in Chemical Engineering from the University of Connecticut. Her current research interests include freshman engineering programs, recruitment and retention issues in engineering, biomedical device development and the development and characterization of biomaterials.Seung Youn Chyung, Boise State University Yonnie Chyung is Associate Professor in the Department of Instructional and Performance Technology
2006-2585: PREDICTING STUDENT PREPAREDNESS IN CALCULUSJenna Carpenter, Louisiana Tech University JENNA P. CARPENTER is Academic Director of Mechanical Engineering, Chemical Engineering, Civil Engineering and Construction Engineering Technology; Wayne and Juanita Spinks Professor; and Associate Professor of Mathematics at Louisiana Tech University. She was co-developer of the math sequence for the integrated engineering curriculum at Tech and currently leads an effort to develop an integrated science curriculum for math, science and education majors.Ruth Ellen Hanna, Louisiana Tech University RUTH ELLEN HANNA is Walter E. Koss Professor of Mathematics and Coordinator for
Paper ID #29943Math of OK GoMiKyla Jean Harjamaki, Playful Learning Lab MiKyla is an undergraduate student studying mechanical engineering and math and the University of St. Thomas. She is also a student researcher in the Playful Learning Lab.Dr. AnnMarie Thomas, University of St. Thomas AnnMarie Thomas is a professor in the School of Engineering and the Opus Colluege of Business at the University of St. Thomas where she is the director of the UST Center for Engineering Education. Her research group, the Playful Learning Lab, focuses on engineering and design education for learners of all ages.Ms. Krista Schumacher
Paper ID #8400NCAA Basketball Tournament Analysis for High School MathematicsDr. Adrian J Lee, Central Illinois Technology and Education Research Institute Dr. Adrian Lee received his Ph.D. in mechanical engineering from the University of Illinois at Urbana- Champaign in 2009, specializing in probability and risk analysis of aviation security systems. Dr. Lee served as a post-doctoral research engineer at Vishwamitra Research Institute, Center for Uncertain Sys- tems: Tools for Optimization and Management, and is currently President of Central Illinois Technology and Education Research Institute. Dr. Lee also holds an
the equations of motion of elastic bodies the fundamentalequations of continuum mechanics are employed. At macroscales, forces within a continuumcan be represented by the second-rank Cauchy stress tensor σ, and the equation of motion canbe expressed as ∇ ⋅ σ + F = ρ u && . For isotropic linear elastic solids, symmetry considerationscome into play and lead to the Navier-Cauchy equation with the two Lamè parameters thatexpress the empirical details about the material response to strain. These continuum modelequations work despite the fact that they completely ignore small scales or atomistic details.The question arises why the continuum models work on the macroscale, and what is therelationship between the
is clear that some gaps exist. For example, the framework for "Advanced Math for Engineering and Science" was developed with consideration to Statics, Dynamics, Mechanics of Materials, and other studies on student achievement--particularly Aung, Underdown, and Quin 18, 21. On the other hand, Just in Time Math acts as a comprehensive course to ensure students have seen just enough of the necessary math to succeed later in the curriculum. The layout of the course follows the format of the associated textbook, which is modeled off of a program developed at Wright State University19. The classification scheme provides a glimpse of a first year engineering course by examining course outcomes. Using a checklist and a
the context of engineering situationsthat students will encounter in other engineering classes. This course is used as the prerequisitefor early engineering courses such as Physics I and II, Statics, Dynamics, Circuit Theory,Mechanics of Materials, etc. Thus, students who are successful in this Engineering Mathematicscourse are allowed to move onto some of the early engineering courses. They are still required tofinish the Calculus Sequence but essentially have four years to do so. Once students are able totake some of the early engineering classes and are successful, their motivation to continue inengineering is increased and they are then more likely to finish the program. Calculus does notact as a filter either. Wright State’s experience
., London, U.K., 1968). Since 1966, Dr. Fong has been a research engineer with the title of Physicist at the Mathematical and Computational Sciences Division of the National Institute of Standards and Technology (NIST) in Gaithersburg, Maryland. During his long association with NIST, he has published more than 80 technical papers and reports, and edited numerous conference proceedings in the areas of fatigue and fracture mechanics, nondestructive testing, mathematical and statistical modeling of inelastic behavior of materials, and engineering safety and failure analysis. In Jan. 2006, Dr. Fong was appointed Adjunct Visiting Research Professor of Structures and Statistics of the
publication. In addition to teaching regular math courses, I also like to create and teach innovative courses such as ”Mathematical symmetry of Southern Spain” and ”Mathematics and Architecture of the Incas in Peru”, which I have taught as study abroad courses several times.Michael P. Hennessey, University of St. Thomas Michael P. Hennessey (Mike) joined the full-time faculty as an Assistant Professor fall semester 2000. He is an expert in machine design, computer-aided-engineering, and in the kinematics, dynamics, and control of mechanical systems, along with related areas of applied mathematics. Presently, he has published 41 technical papers (published or accepted), in journals (9), conferences (31), or magazines (1). In
AC 2011-51: EVALUATION OF THE IMPACTS OF MATH COURSE PLACE-MENT IMPROVEMENT ACHIEVED THROUGH A SUMMER BRIDGEPROGRAMJohn R. Reisel, University of Wisconsin - Milwaukee John R. Reisel is an Associate Professor of Mechanical Engineering at the University of Wisconsin- Milwaukee (UWM.) He serves as Associate Director of the Center for Alternative Fuels, and co-Director of the Energy Conversion Efficiency Lab. In addition to research into engineering education, his research efforts focus on combustion and energy utilization. Dr. Reisel was a 2005 recipient of the UWM Dis- tinguished Undergraduate Teaching Award, the 2000 UWM-College of Engineering and Applied Science Outstanding Teaching Award, and a 1998 recipient of
AC 2007-1878: INTEGRATION OF ENGINEERING CONCEPTS IN FRESHMANCALCULUSJohn Quintanilla, University of North Texas Associate Professor, Mathematics Department PhD, Princeton UniversityNandika D'Souza, University of North Texas Associate Professor of Materials Science and Engineering Department PhD, Texas A&M UniversityJianguo Liu, University of North Texas Associate Professor Mathematics Department PhD, Cornell UniversityReza Mirshams, University of North Texas Professor Reza Mirshams is Associate Dean of Engineering for Academic Affairs at the University of North Texas. Dr. Mirshams has degrees in Industrial Metallurgy and Metallurgical Engineering in the area of mechanical behavior of
AC 2012-2983: ANALYSIS OF THE IMPACT OF FORMAL PEER-LEDSTUDY GROUPS ON FIRST-YEAR STUDENT MATH PERFORMANCEDr. John R. Reisel, University of Wisconsin, Milwaukee John R. Reisel is an Associate Professor of mechanical engineering at the University of Wisconsin, Mil- waukee (UWM.) He serves as Associate Director of the Center for Alternative Fuels, and Co-director of the Energy Conversion Efficiency Lab. In addition to research into engineering education, his research ef- forts focus on combustion and energy utilization. Reisel was a 2005 recipient of the UWM Distinguished Undergraduate Teaching Award, the 2000 UWM-College of Engineering and Applied Science Outstand- ing Teaching Award, and a 1998 recipient of the SAE
Education, 2006 The Roadmap of Arithmetic: Summing it upAbstractNotice this problem of human consciousness. Ideas and concepts enter our mind one at a time.Usually teachers and authors have the entire course content in their minds before they begin acourse or write a text. However, a student can only confront one idea at a time and so the coursecontent is arranged sequentially, one topic after another, one word after another. It is then left tothe student to construct in his mind the best arrangement of the material. We must accept thatcourses and texts are sequentially ordered. Pages are numbered. A student, when confronted bya particularly difficult part of the text, may set the text aside never to see the remainder of
Paper ID #31674Self-Beliefs of Success for College Calculus StudentsProf. Rebecca Ann George, University of Houston Rebecca is an Instructional Associate Professor at the University of Houston in the Mathematics Depart- ment. She have been at UH for 13 years as an instructor. Prior to teaching at the University, she taught secondary mathematics and computer science for 20 years. She is involved with the local high school calculus teachers and organizes free workshops and creates free learning materials for these teachers. Rebecca’s primary research focus is student success in STEM courses.Dr. WEIHUA FAN, University of
AC 2009-700: VISUAL ANALYSIS AND THE COMPOSITION OF FUNCTIONSAndrew Grossfield, Vaughn College of Aeronautics Throughout his career Dr. Grossfield has combined an interest in engineering design and mathematics. He studied Electrical Engineering at the City College of New York, graduating with a BSEE. During the sixties, he attended the NYU Courant Institute at night, obtaining an M.S. degree in mathematics, while designing circuitry full time during the day for aerospace/avionics companies. He earned his doctorate studying Continuum Mechanics under the direction of L. M. Milne-Thomson, CBE at The University of Arizona. He is a member of ASEE, IEEE, and MAA. Grossfield@IEEE.org is his email
insights in how studentconfidence relates to achieving student learning outcomes. In 2017, an internal assessment studywas conducted in the Engineering Mathematics classroom at the United States Military Academy(USMA), specifically to investigate the effects of confidence on performance. The intent of theexperience was to determine if one may identify alternative measures of assessment for studentperformance. Several student categories were identified analogous to the groups described in theSocratic Paradox, i.e. based upon a student’s assessment on whether they know or do not knowthe material. In the following section, background information on the course and the studentenvironment are given. Then, in section 3, a review of the pedagogical
Paper ID #5702Vertical assessment of math competency among freshmen and sophomore en-gineering studentsDr. Kendrick T. Aung, Lamar University KENDRICK AUNG is a professor in the Department of Mechanical Engineering at Lamar University. He received his Ph.D. degree in Aerospace Engineering from University of Michigan in 1996. He is an active member of ASEE, ASME, SAE, AIAA and Combustion Institute. He has published over 70 technical papers and presented several papers at national and international conferences.Dr. Ryan Underdown, Lamar University Dr. Underdown is an Associate Professor in the Industrial Engineering
Engineering and Jerome Krivanek Distinguished Teacher at the University of South Florida. He is the author of the textbook - Mechanics of Composite Materials, CRC-LLC Press. With major funding from National Science Foundation, he is developing award winning web-based resources for an undergraduate course in Numerical Methods. He is the recipient of the 2004 Council for Advancement and Support of Education (CASE) & the Carnegie Foundation for the Advancement of Teaching (CFAT) Florida Professor of the Year and the 2003 American Society of Engineering Education (ASEE) Archie Higdon Distinguished Mechanics Educator Award. His current scholarly interests include development of instructional
-residential-construction.htm.[20] F. P. Beer, E. R. Johnston, J. T. DeWolf, and D. F. Mazurek, Mechanics of Materials, 8th ed. New York, NY: McGraw-Hill Education, 2020.[21] “Appendix D-Wire Rope,” Reclamation Safety and Health Standards, pp. 1–13, Oct. 2009.AppendixThe following work that is seen below is based from the measurements seen in figures one andtwo.Volume of the Top (V1)The following measurements were taken from the numbers seen in figure 1: ● 𝑟2 =0.93 cm ● ℎ3 =23.08 cm ● ℎ4 =30.53 cm (for 800 ml) ● ℎ4 =24.03 cm (for 750 ml) 𝑏Remember that 𝑉 = ∫𝑎 𝜋 𝑟 2 𝑑ℎ where 𝑟 = 0.93, 𝑎 = ℎ3 , 𝑎𝑛𝑑 𝑏 = ℎ4After deriving
2006-3: ENHANCING INTERDISCIPLINARY INTERACTIONS IN THECOLLEGE OF ENGINEERING AND NATURAL SCIENCESBryan Tapp, University of Tulsa Bryan Tapp is an Associate Professor and Chair of the Department of Geosciences at The University of Tulsa. His interests include strain measure, deformation mechanisms in rock, and the application of numerical methods in modeling rock deformation.Donna Farrior, University of Tulsa Donna Farrior is an Applied Assistant Professor of Mathematics and Associate Chair of Mathematics in the Department of Mathematical and Computer Sciences at The University of Tulsa.Jerry McCoy, University of Tulsa Jerome McCoy is an Applied Assistant Professor in the Department of
Paper ID #21040Demystifying Tensors: a Friendly Approach for Students of All DisciplinesJohn W. Sanders, California State University, Fullerton John W. Sanders is currently an Assistant Professor of Mechanical Engineering at California State Uni- versity, Fullerton. He holds a Ph.D. and M.S. in Theoretical and Applied Mechanics from the University of Illinois at Urbana-Champaign, and a B.S. in Engineering Physics and Mathematics from Saint Louis University. His research interests include clean energy, solid mechanics, micromechanics of materials, fracture mechanics, and STEM education research. c
World in 80 Days. We refer to the material in this paper as a work in progress. It has not yet been tested in aclassroom setting. However, we intend to assess the effectiveness of the ideas in the near future.In the past, when we used visual and intuitive examples, students have demonstrated clearerunderstanding of difficult concepts. Based on similar experiences that were gained and assessedmultiple times by the author in other engineering related subjects (Control Systems, DigitalSignal Processing, Computer Algorithms, Mechanical engineering, Calculus, and Physics), it isbelieved that the approach has great potential. In addition, the information and ideas forenhancing teaching and learning are not meant to replace existing textbooks
, are provided [31] Materials available The paper provides tangible Motivating examples and resources for reproducing the mini-problems for a KEEN- innovation. sponsored integral calculus course are provided online [23].Systematic Review ResultsAnalysis of Results by ASEE DivisionOf the 49 records retained, most were published in the Mathematics Division (69.4%) of ASEE.Other divisions hosting papers related to improving undergraduate calculus learning includedFirst Year Programs (12.2%), NSF Grantees Poster Session
been achieved.Parchutes come in different shapes and designs and represent various technologies thatare refined as new materials are produced and new techniques are invented. They areused in a wide variety of applications as well: military, personnel, cargo, and vehiclerecovery, hobby, and education.8The drag coefficient of a parachuteWeights and sizes of parachutes vary greatly from the small sizes used by hobbyists tothe large ones that are designed for the emergency braking of large military aircrafts. Inall cases, however, it is necessary to estimate the time and distance necessary for the draggenerated to slow the object to which the parachute is attached. The distance is necessarybecause engineers need to know whether or not, a fighter