An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education

Publikation: Beiträge in SammelwerkenAufsätze in KonferenzbändenForschungbegutachtet

Standard

An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education. / Kim , Geunjeong ; Block, Brit-Maren; Haus, Benedikt et al.
SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. Hrsg. /  Hannu-Matti  Jarvinen; Santiago Silvestre; Ariadna Llorens ; Balazs Vince Nagy. Barcellona: Universitat Politecnica de Catalunya, 2022. S. 412-419 (SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings).

Publikation: Beiträge in SammelwerkenAufsätze in KonferenzbändenForschungbegutachtet

Harvard

Kim , G, Block, B-M, Haus, B & Mercorelli, P 2022, An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education. in H-M  Jarvinen, S Silvestre, A Llorens & BV Nagy (Hrsg.), SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings, Universitat Politecnica de Catalunya, Barcellona, S. 412-419, SEFI 50th Annual Conference, Barcelona, Spanien, 19.09.22. https://doi.org/10.5821/conference-9788412322262.1457

APA

Kim , G., Block, B.-M., Haus, B., & Mercorelli, P. (2022). An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education. In H.-M.  Jarvinen, S. Silvestre, A. Llorens , & B. V. Nagy (Hrsg.), SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings (S. 412-419). (SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings). Universitat Politecnica de Catalunya. https://doi.org/10.5821/conference-9788412322262.1457

Vancouver

Kim G, Block BM, Haus B, Mercorelli P. An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education. in  Jarvinen HM, Silvestre S, Llorens A, Nagy BV, Hrsg., SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. Barcellona: Universitat Politecnica de Catalunya. 2022. S. 412-419. (SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings). doi: 10.5821/conference-9788412322262.1457

Bibtex

@inbook{2b86491301814c8bb4f6885cb1426a93,
title = "An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education",
abstract = "Is it possible to predict the future? How accurate is the prediction for the future? These questions are fascinating and intriguing ones in particular for young generations who look at their future with curiosity. For a long time, many have tried to quantitatively predict future behavior of systems more accurately with techniques such as time series analysis and derived dynamical models based on observed data. The paper proposes a lecture structure in which elements of chaos, which greatly impacts the predictive capabilities of dynamical models, are introduced through two classical examples of nonlinear dynamical systems, namely Lorenz attractor and Lotka-Volterra equations. In a possible lecture, these two structures are introduced in a basic and intuitive way, followed by equilibria analyses and Lyapunov control approaches. The paper intends to give a possible structure of an interdisciplinary lecture in chaotic systems, for all students in general and non-engineering students in particular, to kindle students' interest in challenging ideas and models. By presenting an intuitive learning-based approach and the results of the implementation, the paper contributes to the discourse on interdisciplinary education. The lecture is a part of a course within a Complementary Study at Leuphana Unversity of L{\"u}neburg. The material which inspired the proposed lecture structure is taken from the scripts of the Master Complementary Course titled Modelling and Control of Dynamical Systems using Linear and Nonlinear Differential Equations held at Leuphana University of L{\"u}neburg. {\textcopyright} 2022 SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. All rights reserved.",
keywords = "Engineering, Interdisciplinary engineering education, theory-based engineering course, practice-based learning concepts",
author = "Geunjeong Kim and Brit-Maren Block and Benedikt Haus and Paolo Mercorelli",
note = "Publisher Copyright: {\textcopyright} 2022 SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. All rights reserved.; SEFI 50th Annual Conference, SEFI 2022 ; Conference date: 19-09-2022 Through 22-09-2022",
year = "2022",
month = sep,
day = "1",
doi = "10.5821/conference-9788412322262.1457",
language = "English",
series = "SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings",
publisher = "Universitat Politecnica de Catalunya",
pages = "412--419",
editor = " Hannu-Matti  Jarvinen and Santiago Silvestre and {Llorens }, Ariadna and Nagy, {Balazs Vince}",
booktitle = "SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings",
address = "Spain",
url = "https://sefi2022.eu",

}

RIS

TY - CHAP

T1 - An introductional lecture on chaotic systems through Lorenz attractor and forced Lotka Volterra equation for interdisciplinary education

AU - Kim , Geunjeong

AU - Block, Brit-Maren

AU - Haus, Benedikt

AU - Mercorelli, Paolo

N1 - Conference code: 50

PY - 2022/9/1

Y1 - 2022/9/1

N2 - Is it possible to predict the future? How accurate is the prediction for the future? These questions are fascinating and intriguing ones in particular for young generations who look at their future with curiosity. For a long time, many have tried to quantitatively predict future behavior of systems more accurately with techniques such as time series analysis and derived dynamical models based on observed data. The paper proposes a lecture structure in which elements of chaos, which greatly impacts the predictive capabilities of dynamical models, are introduced through two classical examples of nonlinear dynamical systems, namely Lorenz attractor and Lotka-Volterra equations. In a possible lecture, these two structures are introduced in a basic and intuitive way, followed by equilibria analyses and Lyapunov control approaches. The paper intends to give a possible structure of an interdisciplinary lecture in chaotic systems, for all students in general and non-engineering students in particular, to kindle students' interest in challenging ideas and models. By presenting an intuitive learning-based approach and the results of the implementation, the paper contributes to the discourse on interdisciplinary education. The lecture is a part of a course within a Complementary Study at Leuphana Unversity of Lüneburg. The material which inspired the proposed lecture structure is taken from the scripts of the Master Complementary Course titled Modelling and Control of Dynamical Systems using Linear and Nonlinear Differential Equations held at Leuphana University of Lüneburg. © 2022 SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. All rights reserved.

AB - Is it possible to predict the future? How accurate is the prediction for the future? These questions are fascinating and intriguing ones in particular for young generations who look at their future with curiosity. For a long time, many have tried to quantitatively predict future behavior of systems more accurately with techniques such as time series analysis and derived dynamical models based on observed data. The paper proposes a lecture structure in which elements of chaos, which greatly impacts the predictive capabilities of dynamical models, are introduced through two classical examples of nonlinear dynamical systems, namely Lorenz attractor and Lotka-Volterra equations. In a possible lecture, these two structures are introduced in a basic and intuitive way, followed by equilibria analyses and Lyapunov control approaches. The paper intends to give a possible structure of an interdisciplinary lecture in chaotic systems, for all students in general and non-engineering students in particular, to kindle students' interest in challenging ideas and models. By presenting an intuitive learning-based approach and the results of the implementation, the paper contributes to the discourse on interdisciplinary education. The lecture is a part of a course within a Complementary Study at Leuphana Unversity of Lüneburg. The material which inspired the proposed lecture structure is taken from the scripts of the Master Complementary Course titled Modelling and Control of Dynamical Systems using Linear and Nonlinear Differential Equations held at Leuphana University of Lüneburg. © 2022 SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings. All rights reserved.

KW - Engineering

KW - Interdisciplinary engineering education

KW - theory-based engineering course

KW - practice-based learning concepts

UR - http://www.scopus.com/inward/record.url?scp=85147500982&partnerID=8YFLogxK

UR - https://www.mendeley.com/catalogue/eb464bb5-d954-3c25-aca2-d5b4981bfe18/

U2 - 10.5821/conference-9788412322262.1457

DO - 10.5821/conference-9788412322262.1457

M3 - Article in conference proceedings

T3 - SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings

SP - 412

EP - 419

BT - SEFI 2022 - 50th Annual Conference of the European Society for Engineering Education, Proceedings

A2 -  Jarvinen,  Hannu-Matti

A2 - Silvestre, Santiago

A2 - Llorens , Ariadna

A2 - Nagy, Balazs Vince

PB - Universitat Politecnica de Catalunya

CY - Barcellona

T2 - SEFI 50th Annual Conference

Y2 - 19 September 2022 through 22 September 2022

ER -

Links

DOI

Zuletzt angesehen

Publikationen

  1. Stakeholder involvement for Water Framework Directive implementation in Germany
  2. Global maps of soil temperature
  3. The Potential of AutoML for Demand Forecasting
  4. Refugee Entrepreneurship and Organizing Social Integration: Insights from Organizational Theory
  5. Using ‘mixed methods’ in sustainable consumption research
  6. Impact of Auditor and Audit Firm Rotation on Accounting and Audit Quality
  7. Playing with Information
  8. Solar Rotation Velocity Determined by Coronal Bright Points – New Data and Analysis
  9. LehrerInnen als "Reflective Practitioner"
  10. Fusion protein targeting collagen and CD133 antigen
  11. Facilitative effects of introduced Pacific oysters on native macroalgae are limited by a secondary invader, the seaweed Sargassum muticum
  12. Long-Term Abandonment of Forest Management Has a Strong Impact on Tree Morphology and Wood Volume Allocation Pattern of European Beech (Fagus Sylvatica L.)
  13. Generative Phänomenologie in feministischer Perspektive
  14. Transparency and Representation of the Public Interest in Investment Treaty Arbitration
  15. More than only skin deep: Appearance self-concept predicts most of secondary school students’ self-esteem
  16. Operaismo and the Wicked Problem of Organization
  17. Silver Work
  18. Governing Climate Change by Diffusion
  19. Warum Selbstevaluation?
  20. Historie
  21. Anamnesis and Re-Orientation
  22. Compression creep at 240°C of extruded magnesium alloys containing gadolinium
  23. (Angehende) Lehrerinnen und Lehrer als "Reflective Practitioner"
  24. Gewalt
  25. Irritierte Routinen
  26. Lamech
  27. Das Nordfenster
  28. Gewaltkarrieren von Mädchen
  29. Is there a diagrammatic impulse with Plato? ‘Quasi-diagrammatic-scenes’ in Plato’s philosophy
  30. (Re-)Präsentation und Narration
  31. “World,” “Global,” and the Reproduction of Asymmetrical Dependencies in the Study of Christianity
  32. "Véritables parties" et reconnaissance tardive d'un intérêt à agir en défense d'intérêts collectifs
  33. Über die Krise einer unverwüstlichen Lebensform