training. She teaches undergraduate courses related to environmental management, energy and fundamentals of industrial processes at the School of Engineering, UNAB. She currently is coordinating the Educational and Academic Innovation Unit at the School of Engineering (UNAB) that is engaged with the continuing teacher training in active learning methodologies at the three campuses of the School of Engineering (Santiago, Vi˜na del Mar and Con- cepci´on, Chile). She authored several manuscripts in the science education area, joined several research projects, participated in international conferences with oral presentations and key note lectures and serves as referee for journals, funding institutions and associations
last decade4. There are many textbooks andsupplements that include projects in MATLAB, Maple or Mathematica5. There is a fine line towalk, however, between having the CAS solve the ODE for the student, and the student using itas a tool to help them solve the exercise. The author will share how she has implemented Mapleuse into her classroom. The paper will also discuss the advantages and disadvantages of using Page 23.720.2programs such as TechSmith’s Camtasia to record lectures to post online and to answer studentquestions.BackgroundClayton State University is a small liberal-arts institute that has a strong emphasis on technologyuse. Students
Study on Simulated Spaceborne Microwave Radiometer Measurements of EarthAbstractThis paper describes a NASA internship case study in which the outcome can be implemented ina classroom setting. Through this case study, the students can learn numerical interpolation andintegration of functions in a real world project as well as the error analysis. A tradeoff expectedto be observed is between the speed of obtaining results and getting accurate results. As a result,recommendations are expected for various data sets to ensure fast and accurate results. Thesimulation can also be carried out using Matlab.The case study discusses numerical convergence of simulated space-borne microwaveradiometer measurements of earth brightness
around the clock and around the globe, and to provideimmediate feedback. Consequently, using web-based technologies in conjunction with atraditional calculus course provides opportunities to provide personalized, interactive learningthat is available 24-7 and gives students instant feedback. The goal of this project was toincorporate several web-based services into a standard calculus course and determine which, ifany, of these technologies students were willing to use, which they found most helpful and why.Reviews of literature on the use of educational technology and mathematical learning over Page 14.1337.2several decades show that use of
Paper ID #21065How to Make Engineering Statistics More Appealing to Millennial StudentsDr. Robert G. Batson P.E., University of Alabama Bob Batson is a professor of construction engineering at The University of Alabama. His Ph.D. train- ing was in operations research, and he has developed expertise in applied statistics over the past thirty years. He currently teaches the required courses in project management, safety engineering, engineering management, and engineering statistics within the undergraduate programs of the Civil, Construction, and Environmental Engineering Department, and graduate courses in operations
addition, Pariser co-founded five venture companies and as a management consultant successfully catalyzed more than $100 million of new shareholder value in client businesses. He has led cross-functional client teams in projects to find and capture value-creating profit and growth opportunities. Pariser is a Trustee of Mutual Fund Series Trust and serves as a member or the audit committee. Pariser received a Ph.D. and M.S. from Columbia University and a B.S. from MIT in electrical engineering. Email: bert.pariser@gmail.com. Page 25.1256.1 c American Society for Engineering Education
Paper ID #34211COVID-19: Understanding the Impact of Societal Disruption on StudentLearning and Academic ProgressMr. Luke A. Duncan, Clemson University Luke Duncan is a doctoral student in the Engineering and Science Education Department at Clemson University. His background is in mathematical sciences and mathematics education. Luke’s primary research interests include math anxiety and student success in higher education. He is currently involved in projects surrounding the topics of transfer student success, cognitive and symbol load, math anxiety, and qualitative research methods.Dr. Karen A. High, Clemson University
concepts through basic ideal examples typically found in textbooks. Eachsubsequent module in that level will slowly relax unrealistic assumptions, thus increasing thenumber of related variables and ultimately resulting in a problem close to real world application.Thus, within a given level, module sets contain modules that vary in complexity and abstractionfrom simple and concrete to complex and highly abstract. The final module at the expert levelwill be comparable to a capstone course project requiring complex modeling for solving a real-world application.One of the pedagogical requirements for module development is that the module be inquirybased and introduce problems, and sub problems, by posing questions. The module will thenguide students
. Currently, he is leading a multi-institutional course redesign project in Math 1324 for the THECB. He is also active in a NSF funded GK-12 project with rural middle schools. Allen is editor of the Math/Science-Online Newsletter and a consulting editor for Thomson Learning. He is also associated editor for the Schools Science and Mathematics Journal and the Focus on Mathematics Pedagogy and Content. Allen, with more than 50 publications, has given nearly 40 professional develop- ment workshops and over 150 seminars throughout the U.S. and Europe. In particular, he has participated in numerous professional development workshops primarily for Texas high school teachers, including those in technonlogy, algebra, pre-calculus
meeting times where students are required to attend the assembly much like atraditional course. This past semester there were six sections of this course taught. All sixsections were led by UTAs, with four sections utilizing three person groups. The other twosections used the same materials and were led by UTAs without the three person groups. Thecourse also uses online interactive and educational software to deliver the material andautomatically grade the students’ assignments.1. IntroductionThe Partnership for Retention Improvement in Mathematics, Engineering, and Science(PRIMES) is a University of Louisville cross-college collaboration aimed at reducing attritionamong our STEM majors. This project unites faculty from the College of Arts &
. Her other interests include reading, photography, cooking, sewing, and various writing projects.Prof. Tonya Troka, Colorado Technical University Tonya Troka, with more than 10 years of experience working with online students, has been a leader of the adaptive learning implementation project since its initial launch in October 2012. As the University Program Director for General Education/Psychology, she works directly with the general education cur- riculum that was used to integrate the adaptive learning technology into the classroom. Troka has also provided insight into using the technology in the classroom and how success should be measured.Prof. John M. Santiago Jr., Colorado Technical University Professor John
, University of St. Thomas Krista is an undergraduate Elementary Education and STEM Education major at the University of St. Thomas.Abby Bensen, University of St. ThomasMs. Emma Michelle Monson, University of St. Thomas Emma Monson is an undergraduate studying Elementary Education with a STEM co-major at the Univer- sity of St. Thomas. c American Society for Engineering Education, 2020 Math of OK GoIntroduction Grammy Award-winning rock band OK Go places mathematics concepts at the heart ofits exciting music videos. Through the OK Go Sandbox project, the band has partnered with thePlayful Learning Lab at the University of St. Thomas to create several education
Information Sciences Institute, leading many NSF (National Science Foundation) projects on social dialogue, pedagogical technologies, and intelligent interfaces. At USC, she initiated research on on-line discussion board and assessment of threaded discussions, leading to synergistic work among knowledge base experts, educational psychol- ogists, NLP researchers, and educators. She developed a novel workflow portal that supports efficient assessment of online discussion activities. In order to develop a research community for improving col- laborative learning and communication in education, she created two workshops on Intelligent Support for Learning in Groups. She is currently editing an IJAIED journal special issue on
visiting position in the Mathematics Department at Vassar College in NY. She is a Teaching Assistant Professor in the Department of Mathematics at NC State University. Dr. Duca's research interests are in the Non-commutative Algebra and Model Theory. More recently, she has been active in various mathematics education projects, such as developing a calculus course for Elementary Education students, working on improving the engineering mathematics curriculum, and starting Math circles - a mathematics enrichment program -for enthusiastic and motivated middle school students. Page 15.239.1
American Society for Engineering Education, 2011 A longitudinal study on students' development and transfer of the concept of integrationAbstract: We present results from the first two years of a project investigating how engineeringstudents develop problem solving skills through their academic career. The project consists of alongitudinal study as well as cross-sectional studies in multiple courses in mathematics, physicsand engineering. In this article, we focus on the transfer of knowledge from mathematics tophysics courses. We track how students' understanding of function and integration evolves asthey progress through the Calculus courses using individual semi-structured interviews. Moststudents develop a
skills were assessed with in-class quizzes and exams. The material was divided into 7units, and each unit was covered in roughly two weeks. A unit quiz was given one week, and a unit exam the nextweek, so that there was a quiz or exam every week. Each of the seven units had 8-11 unit objectives and 15-20homework problems. Homework was collected each week on the day of the quiz or exam.Classes were held in a large auditorium, and DyKnow was used to deliver the basic course notes to students.DyKnow is an interactive classroom management software. In DyKnow, instructors can share content with students(sharing prepared slides and/or writing on tablets during class), and the notes are projected both to the front of theroom as well as onto students
engineering programs, math education, K-12 STEM curriculum and accreditation, and retention and recruitment of STEM ma- jors. c American Society for Engineering Education, 2016 Longitudinal Success of Calculus I ReformAbstractThis paper describes the second year of an ongoing project to transform calculus instruction atBoise State University. Over the past several years, Calculus I has undergone a completeoverhaul that has involved a movement from a collection of independent, uncoordinated,personalized, lecture-based sections, into a single coherent multi-section course with an active-learning pedagogical approach. The overhaul also significantly impacted the course content andlearning
with the 2011 Sim´on Bolivar Award for Doctoral Thesis in Mathematics Education and with the National ANUIES Award for Doctoral Research related with Education at College in 2011. At present she is Member Level 1 of the National Researches System from CONACYT M´exico. She has been addressing several projects promoting the use of technology in the teaching of Calculus and the implications of such innovation on the learning of the fundamental ideas that this scientific discipline encourages. She has also been participating in the development of the Educational Model that Tecnol´ogico de Monterrey promotes through the design of the syllabi of the Mathematics Courses for Engineering and its distribution with the use of
retention and success of minoritystudents in science and engineering include mentoring programs,3,4 introducing context inintroductory courses,5 alternative instructional strategies such as collaborative and interactive Page 22.1328.2learning,6 and summer bridge programs.7,8In 2008, Cañada College, a Hispanic-Serving community college in Redwood City, CA, wasawarded a Minority Science and Engineering Improvement Program (MSEIP) grant by the USDepartment of Education. The project, entitled Student On-ramp Leading to Engineering andSciences (SOLES), aims to increase the participation, retention, and success ofunderrepresented and educationally
program. Greg has serves on numerous non-profit boards and has consulted with local and regional industry in human resource training. Greg currently incorporates storytelling as a teaching pedagogy in his courses and he led K-State in a Diversity Storytelling Project Page 15.107.1© American Society for Engineering Education, 2010 A Triple Play: Mathematics, Baseball, and StorytellingAbstractThere are many effective teaching pedagogies. One way we have found to produce results is tocombine the use of storytelling about baseball in mathematics classes. This paper will illustrate apositive relationship
low cost and reliable so schools can afford to buy and repair.However, it soon became clear that the robot also should be precise, and accurate, for it to beuseful as an educational platform to teach mathematics.The motivation for undertaking this paper’s research project thus stemmed from the desire toenhance high school students’ retention and interest in Mathematics. Such qualities wouldsignificantly improve their performance in STEM (Science, Technology, Engineering, andMathematics) career fields and education in general. Our exploration showed that much researchhas already been performed by other researchers to facilitate high schools in fostering STEMinterest with robots 6 -10. However, such robots have tended to be expensive (~$300) by
and ASME Best Paper in Materials of 2010 at SPIE Smart Materials/NDE 2011 conference. He is a member of ASME, SPIE, SAMPE and AIAA.Dr. Norman Love, University of Texas, El Paso Norman D. Love, Ph.D.is an Associate Professor in the Department of Mechanical Engineering. Dr. Love earned a B.S. and M.S. in Mechanical Engineering from the University of Texas El Paso and completed his Ph.D. at the University of Oklahoma in the same field. Dr. Love’s research interests lie in the areas of propulsion, energy, and engineering education. He has developed flipped classroom modules and also implements project based learning activities in his class activities. c American Society for
on STEM-related projects. American c Society for Engineering Education, 2020 Work in Progress: Mathematical software and programming preparation of undergraduate engineering students in mathematics coursesIntroductionThis paper is reporting on work in progress investigating the perceived and actual contributionsmathematics and engineering departments make to the software and programming preparation ofundergraduate engineering students. Engineering students often must depend on multipledepartments within a university for the various components of their degree program, includingnot only the department housing their core engineering courses, but also the
. The Chain Rule examples include: gaining weight,volume change, changing shadows, changing pendulum period, and inflating a balloon. TheProduct Rule examples include: changing number of apples, changing volume of a warehouse,and changing number of tiles. The Quotient Rule examples include: sharing lottery money, andchanging number of passengers in metropolitan area. To enhance understanding of the concepts, examples in this paper use discrete values thatcan help in developing good intuition for the different rules. Some examples are based on dailyexperiences while other examples are STEM-focused.The Bigger picture This work is part of a multi-modal integrated project aimed at visual, intuitive, andengaging understanding of
around authentic problems, projects, and cases. Collaborative teamwork should be emphasized along with individual work, and contextualized reasoning should be emphasized rather than abstract reasoning.Several well-known instructional models involve learning cycles which embrace these premises.Two of the best known are those of Kolb’s Experiential Learning Model9, and The Star LegacyModule, developed at Vanderbilt University10. Both Kolb’s Model and The Star Legacy Moduleinvolve initial challenges or problems to establish a “need to know” and provide context,presentation and discussion of pertinent principles, resources, observations and problem solvingapproaches, guided hands-on practice, exploration of consequences and
toward STEMcourses and majors. Only time will tell if these changes can increase success in these impor-tant math courses and thus increase retention in STEM majors. R ESEARCH P ROPOSALThe IssueThe College of Natural Sciences and Mathematics at the University of Houston took on aproject in the Summer of 2018 to help correct what they believed was a major issue for stu-dent success in calculus: placement. In their solution, they assigned a team of instructionalprofessors in the math department to re-write the placement exams for both precalculus andcalculus 1. As part of this project, this team also developed video lessons and quiz modulesfor remediation needs to help students overcome areas where the students
education, vol. 82, no. 1, pp. 33–53, 2011. [2] S. Choy, “Nontraditional undergraduates: Findings from the condition of education 2002. NCES 2002-012.”, National center for education statistics, 2002. [3] W. J. Hussar and T. M. Bailey, “Projections of education statistics to 2022. NCES 2014-051.”, National center for education statistics, 2014. [4] H. G. Schuetze and M. Slowey, “Participation and exclusion: A comparative analysis of non-traditional students and lifelong learners in higher education”, Higher education, vol. 44, no. 3-4, pp. 309–327, 2002. [5] V. Johnson, “What works in improving retention”, Learning from the napier student retention project–napier university, UK, presented at southampton institute, UK, 25th
daily Homework-12% assignments (short Free response Attendance- 3%(2003-2005) quizzes, assigned Final Exam- 25%Calculus 5th Edition problems, short(Stewart 2002) writing assignments, No additional problem passing conditions presentations, or projects)SCALE-UP (2006-2013)The SCALE-UP (student centered activities for large enrollment undergraduate programs)instructional model was implemented in Fall 2006. This method encourages active learning andminimizes lecture time in the classroom. Beichner et al. (2007
Paper ID #21855Student performance on drawing Free Body Diagrams and the effect on Prob-lem SolvingDr. Jeffrey A Davis P.Eng., Grant MacEwan University Dr Davis obtained his PhD at ETH Zurich specializing in numerical simulation of multiphase flow. With a passion for teaching, Dr. Davis’ research focuses on pedagogical topics such as student engagement, active learning, and cognitive development. Projects he is currently working on include ”Development of a risk assessment model for the retention of students”, ”Development of Student Assessment Software”, and ”Improving Student Engagement through Active Learning”.Dr
University of Michigan in 1985 and she received her M.S. in 1988 and her Ph.D. in 1991 in chemical engineering both from Pennsylvania State University. Dr. Karen’s educational emphasis includes: fac- ulty development critical thinking, enhancing mathematics, engineering entrepreneurship in education, communication skills, K-12 engineering education, and promoting women in engineering. Her technical work and research focuses on sustainable chemical process design, computer aided design, mixed integer nonlinear programing, and multicriteria decision making.William Bridges, Clemson University Dr. Bridges’ primary professional interests involve the statistical aspects of research projects. He has collaborated extensively with