SIMIODE

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1. 2009-Winkel, Brian - Population Modeling with M and M's

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   30 May 2015 | Contributor(s): Brian Winkel

   From Population modelling with M&M's, International Journal of Mathematical Education in Science and Technology, 40(4): 554 — 558. (2009)Several activities in which population dynamics can be modeled by tossing M&M’s® candy are presented. Physical activities...

2. 2013-Winkel, Brian - Browsing Your Way to Better Teaching

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   31 May 2015 | Contributor(s): Brian Winkel

   From Winkel, Brian. 2013. Browsing Your Way to Better Teaching, PRIMUS: Problems, Resources, and Issues in Mathematics Undergraduate Studies, 23:3, 274-290We describe the use of browsing and searching (in libraries, on-line, inside sources, at meetings, in abstracts, etc.) as a way to...

3. 2007-Myers, Joseph and Brian Winkel - Modeling a Mystery Circuit in Mathematics Class Using Differential Equations, Laplace Transforms, and Transfer Functions

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   31 May 2015 | Contributor(s): Joseph Myers, Brian Winkel

   From Myers, Joseph and Brian Winkel. 2007. Modeling a Mystery Circuit in Mathematics Class Using Differential Equations, Laplace Transforms, and Transfer Functions. The UMAP Journal, 28(1): 15-26.We discuss the introduction, student discovery, and teaching of a system of differential...

4. 2008-Landry, Keith and Brian Winkel - Peak Frequency Responses and Tuned Mass Dampers -- Exciting Applications of Systems of Differential Equations

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   31 May 2015 | Contributor(s): Keith Alan Landry, Brian Winkel

   From Landry, Keith and Brian Winkel. 2008. Peak-Frequency Responses and Tuned Mass Dampers—Exciting Applications of Systems ofDifferential Equations. The UMAP Journal 29(1): 15-30.We present two  applications  of systems of ordinary differential equations concerning...

5. 2010-Kar,T. K. and Kunal Chakraborty - Bioeconomic modelling of a prey predator system using differential algebraic equations

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   21 Jun 2015 | Contributor(s): T. K. Kar, Kunal Chakraborty

   T. K. Kar and Kunal Chakraborty. 2010. Bioeconomic modelling of a prey predator system using differential algebraic equations. International Journal of Engineering, Science and Technology . 2(1): 13-34Article Abstract: We propose a biological economic model based on prey-predator dynamics...

6. 2004-McCartney, Mark - Traffic Flow Modeling Using Second Order Ordinary Differential Equations

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   22 Jun 2015 | Contributor(s): Mark McCartney

   Mark McCartney. 2004. Keep your distance! using second-order ordinary differential equations to model traffic flow. International Journal of Mathematical Education in Science and Technology. 35(4): 588-596,Article Abstract: A  simple  mathematical  model  for ...

7. 1997-Proropopescu, V., R. T. Santoro, J. Dockery, R. L. Cox, and J. M. Barnes - Combat Modeling with Partial Differential Equations

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   22 Jun 2015 | Contributor(s): V. Protopopescu et al.

   V. Proropopescu, R. T. Santoro, J. Dockery, R. L. Cox, and J. M. Barnes. 1997. Oak Ridge National Laboratories, Oak Ridge TN 37831 USA.Source: https://www.osti.gov/biblio/5639191 This is a 66 page monograph on creating combat modeling using partial differential equations. The general...

8. 2014-Danielsen,Kristian, Henrik Kragh Sørensen, and Randers Statsskole, - Authentic sources for teaching logistic growth

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   22 Jun 2015 | Contributor(s): Kristian Danielsen-1, Henrik Kragh Sørensen-2

   Kristian Danielsen and Henrik Kragh Sørensen, Randers Statsskole, Denmark, Centre for Science Studies, Aarhus Univeristy, Denmark. 2014.  Using authentic sources in teaching logistic growth: A narrative design perspective. Presented at “7th European Summer University on the...

9. 2008-Chern, I-Liang - Notes-Mathematical Modeling and Ordinary Differential Equations

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   22 Jun 2015 | Contributor(s): I-Liang Chern

   Chern, I-Liang. 2008. Mathematical Modeling and Ordinary Differential Equations. Notes. Department of Mathematics, National Taiwan University.  http://scicomp.math.ntu.edu.tw/wiki/images/c/c0/Chern_ode.pdf . Accessed 22 June 2015.This a set of notes using Maple and tied to a version of...

10. 2010-Panfilov, Alexander - Notes-Qualitative Analysis of Differential Equations

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    22 Jun 2015 | Contributor(s): Alexander Panfilov

    Panfilov, Alexander. 2010. Qualitative Analysis of Differential Equations. 2010. Theoretical Biology, Utrecht University. 116 pp. http://www-binf.bio.uu.nl/panfilov/bioinformatica/bioinf10.pdf . Accessed 22 June 2015.This is a set of notes with derivations, motivating illustrations,...