and skills. Likewise, instead ofpurchasing the computer board and software that accompanies the lumped mass apparatuses(which in this case was primarily developed for controls laboratory experiments), a world-classanalyzer (that includes computer software for control) was purchased so that the sensors andanalyzer can be used by students and faculty for research projects. This analyzer can also beused for acoustic measurements. A disadvantage is that the software that controls the analyzer isnot user friendly, and requires substantial setup time by the instructor. The laboratoryexperiments that were developed include the study of free vibration, forced vibration, 1 DOF,2DOF, and 3 DOF systems, dynamic absorber, modes of vibration, and the
, three topics essential for that discussionare presented: 1) tensor notation, 2) the concept of planes of material symmetry, and 3) materialtypes. Tensor notation is typically presented via Figure 1 below to scaffold from the student’sknowledge of an orthogonal system of x-, y-, and z-axis, gained in previous mechanics courses,to the concept of an orthogonal system of 1-, 2-, and 3-axis, along with the stresses that act alongthose axes. 2 υ 22 υ 33 ϖ 21 ϖ 23 ϖ 12 ϖ 13 ϖ 31 υ11
required to watch multimedia example problems over the web.Class begins with a concept question or two, then students are given the opportunity to askquestions about the example problem. After a short “lecture” introducing the new topic, studentteams then worked on 1-2 problems that they set up (e.g., Given/Find/Assume) prior to the class.The instructor usually guides the students along, often asking questions to specific individualsabout the process, including how and why they are approaching the problem in a certain way.The 50 minute class typically ended with a short concept quiz and a brief introduction to whatwould be covered in the next audio example problem. Depending on the class, other activities(both in and out of class) included Team
Distinguished Educator Award in 2009. His research interests are in mechanics and engineering education. Page 15.520.1© American Society for Engineering Education, 2010 Enriching Students’ Study of Beam Reactions and Deflections: From Singularity Functions to Method of Model FormulasAbstractSince publication of the method of model formulas in a recent issue of the IJEE,1 there has beenconsiderable interest in knowing a good approach to teaching this method to enrich students’study and set of skills in determining statically indeterminate reactions and deflections of elasticbeams. This paper is aimed at sharing with
AC 2010-1696: ACTIVE LEARNING STRATEGIES TO ENHANCE LEARNING INA CIVIL ENGINEERING GRADUATE VIBRATIONS COURSELuciana Barroso, Texas A&M University Page 15.120.1© American Society for Engineering Education, 2010 Active Learning Strategies to Enhance Learning in a Civil Engineering Graduate Vibrations CourseAbstractThis paper presents a first-semester graduate level course in structural dynamics that utilizesactive learning as a mechanism to address 1) higher expectations of learning, 2) varying levels oracademic background and preparation, and 3) diverse cultural backgrounds. Active learningstrategies used include cooperative learning, both
: max Kt (1) nomThe theoretical stress concentration factor is a function of component geometry and loading.Analytical expressions for stress concentration factors may be found in Mott (2008), and Pilkey(1997). Stress concentration factor Kt for plate with hole under tension is shown as a function ofthe diameter to width ratio, d/b in Figure 1. For a plate with hole under bending the stressconcentration factors as a function of the diameter to width ratio, d/b for various depth-to-thickness ratios d/h are shown in Figure 2. (Note that in the subsequent analysis we have used „t‟for thickness) Both these figures have been obtained from Pilkey (1997). For the two
underrepresented populations. She also teaches introductory engineering courses such as Problem Solving and Computer Programming, Statics, and Mechanics. Page 15.679.1© American Society for Engineering Education, 2010 Implementing an Inverted Classroom Model in Engineering Statics: Initial Results1. IntroductionThe “Inverted Classroom” is described by Lage et al. as an environment in which “eventsthat have traditionally taken place inside the classroom now take place outside theclassroom and vice versa”1. Typically, Inverted instruction requires students to completepreparatory activities and
, Wyomissing) itis evident that there is an increased use of handouts, workbooks and worksheets in gradeschool education, which could be categorized as “all-note”1 method OR a minor variationof “Teaching-Note” 1. These implements are used for both in class learning and forhomework assignments. As described by Pytel, in the “all-note” method, the instructordiscusses his lecture notes after providing them in their entirety to the students for theclass period and the “teaching note” lies somewhere between the no-note and all-noteapproach. From the previous conversation with grade school faculty, it is also apparentthat for in-class assigned problems and some of the homework assessment, the teachersread out the answers and generally the students verify
of inquirybased learning, can be simply thought of as teaching backwards. In this approach, a challenge ispresented first, and the supporting theory (required to solve the challenge) second. Ourimplementation of CBI is built around the How People Learn (HPL) framework for effectivelearning environments and is realized and anchored by the STAR Legacy Cycle, as developedand fostered by the VaNTH NSF ERC for Bioengineering Educational Technologies. Thedeveloped materials are a result of collaboration between faculty members at the University ofTexas-Pan American (UTPA) and South Texas College (STC), a two year Hispanic ServingInstitution (HSI). 1. Introduction1.1 Overview of Supporting GrantThis work
to assess students’ knowledge in certain specific areas.Introduction Boussinesq approximation is named after the French physicist and mathematician JosephValentin Boussinesq for his invaluable contributions in the area of hydraulics and fluidmechanics. Boussinesq was the professor of mechanics at the Faculty of Sciences of Paris,before retiring in 1918. There are several mathematical models to describe Boussinesq approximation andBoussinesq equations. Boussinesq approximation is normally encountered in three generalareas. 1. Buoyancy: Assuming small differences in density of the fluid, one can utilize Boussinesq approximation for determining buoyancy-driven flow calculations. 2. Waves: Assuming gravitational actions
to their male peers 1; lower self-confidence than their male peers 2; poor quality of classroom experience that leaves womenfeeling isolated, unsupported and discouraged 3; not perceiving the practical applications ofengineering 2; not perceiving the creativity and inventiveness of engineering 2; not perceiving thesocial usefulness of engineering, particularly to help people 2. URMs experience similardeterrents, particularly concerning the request for practical applications and the need toovercome the experience gap 4. In short, research documents that women and URMs areattracted to engineering when they can see its “specific and tangible contributions tosociety and in bettering local communities, our nation, and the world” 5
terms of reliable and safe. The engineers doing such deterministicanalysis rely on the standards for safety in terms of the allowable stresses.The sources of uncertainty may be classified into two broad types1: (1) Those thatare associated with natural randomness, also known as ‘aleatory’ type ofrandomness, and (2) those that are associated with inaccuracies in prediction and Page 15.922.2 1estimation of reality, also known as ‘epistemic’ type of randomness. The effectsof uncertainties on the design and planning of an engineering system areimportant, however quantification of such uncertainties and the evaluation of
advanced mechanicscourses including Dynamics, Fluid Mechanics, and Mechanics of Materials. Students who havetrouble with Statics often face great difficulty learning the more advanced concepts insubsequent courses.In an effort to enhance learning, many educators have successfully developed and integratedmultimedia and computer technology in Statics instruction.1-4 Some of these tools are used toenhance the traditional (face-to-face) lecture format whereas others provide a framework forfully Web-based (online) or blended delivery of the course content. Although these tools help todiversify the delivery of instructional materials, the pedagogical paradigm of lecture-basedinstruction (on campus or distance) remains the same.Despite students’ mixed
USING A DIGITAL DASHBOARD FOR LEARNING TO BLEND INTERACTIVE, WEB-BASED COURSEWARE INTO AN INSTRUCTOR-LED STATICS COURSE1. BACKGROUND1.1 Need for Improving Assessment-Feedback LoopsIn response to an increasing appreciation that instruction should be learner-centered [1], variouslearner-centered instructional approaches have been pursued. These have included bothleveraging computer technology in effective ways and establishing more interactive classrooms.Still, many engineering subjects continue to be taught in a traditional, top-down fashion, withone-way communication from the lecturer, and textbook homework problems that are solvedoutside of class, on which delayed and minimal useful feedback, if any, is
students to think throughthe solution, plan their approach, and develop in-depth problem solving skills rather thancharging directly and often blindly into and through the problem solution. Andes utilizes fourmental models, problem statement, graphic representation, variables lists, and mathematicalmodel, and requires users to develop each of these mental models (graphical representation isoptional). Andes includes an equation solving tool although users can also solve the equationsoff-line. A research project conducted on some 330 students approximately one-half of whom Page 15.848.3were in a control group, resulted in a 3% (1/3 letter grade
they will construct inclass and then solve for the variables of kinematic motion.Most engineering students are visual, sensing, active, sequential and inductive learners 1 whilemost teaching is verbal, intuitive, sequential and deductive 2. In an effort to change the teachingstyle to address the students preferred learning styles, the K’NEX projects and subsequent in-class worksheets address visual, sensing, active and inductive learning styles. To assess studentlearning, comparisons will be made of students with no model usage, students who createdmodels but did not utilize the model/worksheet in-class activities, and those students who notonly created, but also were exposed to hands-on activities using models during the dynamiclessons
for developing the advanced skills in students that industryfinds valuable and that are necessary to differentiate ones own engineers from thosetrained elsewhere. Efficient educational processes can be created through the application of CPI by:1) reducing variability in learning outcomes by having a higher percentage of studentsdemonstrate the skills and learning outcomes required to pass the class; 2) eliminatingnon-value-added activities from the learning process for both students and faculty in andout of the classroom; and 3) improving the satisfaction both of the industry customer byproducing graduates with stronger skills who have more confidence in their basicengineering skills, and of the student products with their educational
innovative and challenging sophomore coursethat integrates Dynamics and Statics. Details regarding implementation of this course are thefocus of this paper. Challenges to achieving success in this new course have been many anddemanding. These include (1) development of a dedicated textbook, (2) development of learningexercises to foster student comprehension, (3) reorganization of topical content including topicdeletion and added emphasis on certain topics, (4) preparing faculty for change, (5)accommodating limited student maturity, and (6) dealing with widespread misgivings about theproject. Some previously presented data are shown to indicate that the new approach and newcourse have been effective in terms of improved student performance on a
from a statics class late in thesemester so they had completed nearly 13 weeks of the course by they time theyparticipated in the think-aloud sessions. To encourage participation, students wereoffered a credit of 1% towards their final grade. We do not believe that this skewedparticipation in the project because the instructor placed a cap on the total extra crediteach student could earn and this was a small extra credit opportunity amongst manyothers that were available throughout the semester for the students.Individually each student was asked to solve problems involving moments and couples.Students were also asked questions about moments and couples and about their problemsolving process. Because one of the goals of this study was to
, and vibrations of a particle and of a rigid body 1-3.Prediction of student academic performance has long been regarded as an important researchtopic in many academic disciplines because it benefits both teaching and learning 4, 5. Instructorscan use the predicted results to identify the number of students who will perform well, averagely,or poorly in a class, so instructors can be proactive. For instance, if the predicted results showthat some students in the class would be “academically at risk,” instructors may consider takingcertain proactive measures to help those students achieve better in the course. Representativeexamples of proactive measures include adding recitation sessions, adding more office hours,using computer simulations and
that can be expected from bothnew and used tennis balls.1. IntroductionExperienced tennis players distinguish old tennis balls from new tennis balls by assessing theextent to which the balls dissipate energy during impact with the tennis court. Such bouncing testsrelate directly to the concept of the collision of particles, a unit that appears in many curricula thatare relevant to the education of physics and engineering maj ors [3,9, 101. In this article, we illustratehow we have used software commonly available in Microsoft Windows XP to demonstrate andanalyze energy dissipation that occurs when a tennis ball bounces off the court during a game.We collected data directly from bouncing tennis balls and used them to illustrate a
examples adopted in this coursewere first created by Eann Patterson as part of a National Science Foundation sponsored projectto change the undergraduate mechanical engineering curriculum and make it more attractive to adiverse group of students. Specifically, this paper critiques the adaptation of five real lifeexamples taken from the original project. Student response to the lecture material was measuredby specific survey questions about the real life examples, survey questions about the course as awhole, interviews, and standard student course evaluation forms.1. Introduction A considerable amount of attention has been given to the retention of engineeringstudents in recent years. In fact, most universities with engineering programs are
thechanging nature of our technological world. Cars that are computer controlled are not ones thatlend themselves to “tinkering.” Likewise, the microelectronics that runs through most all moderntechnological artifacts present our nascent engineers with little of the opportunity for hands-onlearning that so typified the pre-college experience of their counterparts in years past.On the other hand, students are very comfortable with videos and, hopefully, reasonably welloriented toward simulation/animation software. Their inclinations can be used [1], in a properlydesigned course, to enhance learning [2], [3], [4].What the authors have tried to do is add a new component to what have traditionally been pureanalysis courses as a way of addressing this
improvement in undergraduate instruction. SACS is the recognized regionalaccrediting body in Alabama, Florida, Georgia, Kentucky, Louisiana, Mississippi, NorthCarolina, South Carolina, Tennessee, Texas and Virginia for those institutions of highereducation that award associate, baccalaureate, master's or doctoral degrees. “An effective QEPshould be carefully designed and present a focused course of action that addresses a well-definedtopic or issue(s) related to enhancing student learning.”[1]In January 2005, a QEP Team of faculty, staff and students were charged with developing such aplan for the University of Louisville. A university-wide survey was conducted to identify areasof instruction that needed improvement, and solicit suggestions on ways