The Use of Matlab Routines for Teaching Simgle-Degree-Of-Freedom Mass-Spring Vibration Systems

Objective: The objective of this study is to present a conceptual and mathematical review of conventional mechanical vibration problems involving a mass-spring system with one degree of freedom. Theoretical Framework: The theoretical framework considered is based on the conventional mathematical formulation of vibration problems with one degree of freedom, including systems without damping and with damping, as well as free systems and forced systems. Method: The methodology adopted for this research involves the use of simplified computational implementations, which were returned from the Matlab programming language. Results and Discussion: The results of this research include a significant contribution to the teaching and learning of mathematically demanding disciplines, in which, in many circumstances, undergraduate students have difficulty not only in understanding, but mainly in visualizing the physical phenomenon in question. Research Implications: This proposal may contribute additionally to the context of a wider range of computational implementations to be developed in the broad area of ​​engineering, always favoring the teaching and learning aspect of the students involved. Originality/Value: The value of the work is directly related to the possibility of readers reproducing different and varied results, from simple manipulations of the input data of each proposed computational code, as a consequence of these being fully available in the appendix.

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Publication Details

Journal
Revista de Gestão Social e Ambiental
Published
2025-06-18
DOI
https://doi.org/10.24857/rgsa.v19n6-059
Primary Topic
Mechanical Engineering and Vibrations Research
Type
article
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article

The Use of Matlab Routines for Teaching Simgle-Degree-Of-Freedom Mass-Spring Vibration Systems

Julio Cézar de Almeida, Alexandre Pescador Sardá, Francisca Sabrina Vieira Lima, Leomar Gomes Júnior
Revista de Gestão Social e Ambiental
Mechanical Engineering and Vibrations Research
article

The Use of Matlab Routines for Teaching Simgle-Degree-Of-Freedom Mass-Spring Vibration Systems

Julio Cézar de Almeida, Alexandre Pescador Sardá, Francisca Sabrina Vieira Lima, Leomar Gomes Júnior
article en

Abstract

Objective: The objective of this study is to present a conceptual and mathematical review of conventional mechanical vibration problems involving a mass-spring system with one degree of freedom. Theoretical Framework: The theoretical framework considered is based on the conventional mathematical formulation of vibration problems with one degree of freedom, including systems without damping and with damping, as well as free systems and forced systems. Method: The methodology adopted for this research involves the use of simplified computational implementations, which were returned from the Matlab programming language. Results and Discussion: The results of this research include a significant contribution to the teaching and learning of mathematically demanding disciplines, in which, in many circumstances, undergraduate students have difficulty not only in understanding, but mainly in visualizing the physical phenomenon in question. Research Implications: This proposal may contribute additionally to the context of a wider range of computational implementations to be developed in the broad area of ​​engineering, always favoring the teaching and learning aspect of the students involved. Originality/Value: The value of the work is directly related to the possibility of readers reproducing different and varied results, from simple manipulations of the input data of each proposed computational code, as a consequence of these being fully available in the appendix.

Revista de Gestão Social e AmbientalVol. 19(6)
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Openalex Percentile: Top 86%
Mechanical Engineering and Vibrations Research
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The Use of Matlab Routines for Teaching Simgle-Degree-Of-Freedom Mass-Spring Vibration Systems — Julio Cézar de Almeida, Alexandre Pescador Sardá, et al. · Revista de Gestão Social e Ambiental (2025) | TGRS Research Map | TGRS