Develoment of The Computer Simulation of Oscillation in Physics Learning
(1) Physics Education Department, Universitas Sarjanawiyata Tamansiswa
(2) Physics Education Department, Universitas Sarjanawiyata Tamansiswa
(3) Physics Department, Universitas Jendral Soedirman
Abstract
The simplest mechanical system that shows such motion oscillation is a simple pendulum, which consists of a mass suspended from a rope, so that it can swing freely in response to the force of gravity. This teaching material is in the Fundamental Physics subject. Other teaching materials related to oscillation motion are simple linear harmonic oscillations. This research aimed to develop the computer simulation of oscillation in physics learning by using MATLAB. The use of simulations within teaching process had a positive impact on students’ being able to predict and explain the phenomena. It also designed to provide possibility to explore physics phenomenon which cannot be realized in school conditions. The simulation can direct the student to reveal the existence of equilibrium between the two sides of an equation rather than causal relations. The research method used was Research and Development (R&D) developed by Borg & Gall (1983) for developing educational products. They are the pre-product form was developed by creating computer programs based on algorithms, validation through forum group discussion carried out by several lecturers to provide validation of the pre-product, major product revision, the pre-trial by 10 students, operational product revision, the operational product trial carried out by a class of students at the computer laboratory, final product revision, and dissemination.The steps were research and information collection, planning, develop a preliminary form of product, preliminary testing, main product revision, main field testing, and operational product revision. In the step of the main field testing, it was applied to the class of students. The 33 students and 6 lecturers were asked to respond about it. A qualitative test review was conducted through expert judgement for validation. They provided an assessment of suitability between the item with the indicator in the form of a Likert scale with five answer options. Based on expert judgment realated to the feasibility of the test, V Aiken index is also calculated. The data analysis techniques were descriptive analysis conducted using Micros oft Excel and continued by looking for effective constributions to the relationship of each independent variable to work readiness. According to the statements of questionnaire given from the lecturers, the computer simulation of oscillation felt into a good and very good category. Meanwhile, the students’ responses showed that it was fair, good, and very good. The oscillation simulation software developed has good criteria and is suitable for use in learning oscillation systems. The benefit of this research is to determine the form of the wave propagation simulation and its superposition which later can be used for physics research and suitable for students to learn physics.
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Akpojotor, G., & Ehwerhemuepha, L. (2013). Simulation and Visualization of Chaos in a Driven Nonlinear Pendulum--An Aid to Introducing Chaotic Systems in Physics. In APS Meeting Abstracts (Vol. 1, pp. 1–7).
Amalia, A. F., Budhi, W., & Arifin, N. (2020). Comparative analysis of edge detection methods on beaker glass. Proceedings of The 2nd International Conference on Vocational Education of Mechanical and Automotive Technology 2019 12 October 201. Yogyakarta : Jurusan Pendidikan Teknik Mesin dan Pendidikan Teknik Otomotif Fakultas Teknik Universitas Negeri Yogyakarta.
Berwick, K. (2012). Computational physics using MatLab. In Lecture Notes.
Budi, E. (2015). Kajian Fisis pada Gerak Osilasi Harmonis. Jurnal Penelitian & Pengembangan Pendidikan Fisika, 1(2), 59–66. https://doi.org/10.21009/1.01210.
Cahya, E., Mahen, S., & Nuryantini, A. Y. (2018). Profil Pemahaman Konsep Calon Guru Fisika pada Materi Gerak Harmonik. Physics Communication, 2(1), 18–25.
Daineko, Y., Dmitriyev, V., & Ipalakova, M. (2016). Using Virtual Laboratories in Teaching Natural Sciences : An Example of Physics Courses in University. Computer Applications in Engineering Education, 25(1), 1–9. https://doi.org/10.1002/cae.21777.
Dewi, A. R. C., Susilo, & Putra, N. M. D. (2018). Analysis of Student Practical using Logger Pro to Improve Graphic Representation of Harmonic Oscillation Material. Analysis of Student Practical Using Logger Pro to Improve Graphic Representation of Harmonic Oscillation Material, 2(2), 112–121. https://doi.org/10.15294/physcomm.v2i2.14447.
Freitas, S. de, & Veletsianos, G. (2010). Editorial: Crossing boundaries: Learning and teaching in virtual worlds. British Journal of Educational Technology, 41, 3–9. https://doi.org/10.1111/j.1467-8535.2009.01045.x.
Gowri, P., Deepika, D., & Krithika, S. (2017). A Case Study on Simple Harmonic Motion and Its Application A Case Study on Simple Harmonic Motion and Its Application. International Journal of Latest Engineering and Management Research (IJLEMR), 02(08), 55–64.
Halliday, D., Resnick, R., & Bowen, G. H. (2014). Fundamentals of Physics. In Physics Today (10th ed.) New York : John Wiley & Sons.
Harsh, A. (2016). Measuring Radar Signatures of a Simple Pendulum using Cantenna Radar. International Journal of Computers & Technology, 15(5), 6785–6795. https://doi.org/10.24297/ijct.v15i5.1653.
Hasan, A., & Rana, M. M. (2019). Approximate Solution of Simple Pendulum Equation for Damped and Undamped Oscillatory Motion by Using Homotopy Perturbation Method. International Journal of Mathematics and Computational Science, 5(2), 24–35.
Hidayati, K., Budiyono, & Sugiman. (2019). Using Alignment Index and polytomous Item Response Theory on Statistics Essay Test. Eurasian Journal of Educational Research, 2019(79), 115–132. https://doi.org/10.14689/ejer.2019.79.6.
Lee, E. A. E. L., Wong, K. W., & Fung, C. C. (2010). How Does Desktop Virtual Reality Enhance Learning Outcomes? A Structural Equation Modeling Approach. Computers & Education, 55(4), 1424–1442. https://doi.org/https://doi.org/10.1016/j.compedu.2010.06.006.
Limiansih, K., & Santosa, I. E. (2013). Redaman Pada Pendulum Sederhana. Jurnal Fisika Indonesia, XVII(1), 17–20.
Cortés, A. M. P., Rojo, E. P. A., Becerra, B. L. G., & Rosales, M. P. (2015). Open Educational Resources: Developing and Evaluating in Master of Educational Technology Learning´s Students. American Journal of Educational Research, 3(4), 460–466. https://doi.org/10.12691/education-3-4-12.
Maulidina, W. N., Samsudin, A., & Kaniawati, I. (2019). Overcoming Students’ Misconceptions About Simple Harmonic Oscillation Through Interactive Conceptual Instruction (ICI) with Computer Simulation. Proceedings of Mathematics, Science and Computer Science Education International Seminar (MSCEIS) 2018. Bandung : FPMIPA UPI.
Mishra, L. (2016). Focus Group Discussion in Qualitative Research. TechnoLearn: An International Journal of Educational Technology, 6(1), 1. https://doi.org/10.5958/2249-5223.2016.00001.2.
Nurullaeli, N., & Astuti, I. A. D. (2018). Pembuatan Graphic User Interface (GUI) untuk Analisis Ayunan Matematis Menggunakan Matlab. Titian Ilmu: Jurnal Ilmiah Multi Sciences, 10(2), 48–56. https://doi.org/10.30599/jti.v10i2.205.
Paramita, P. S. S., & Pujayanto. (2015). Media Pembelajaran Menggunakan Spreadsheet Excel untuk Materi Osilasi Harmonik Teredam. Prosiding Seminar Nasional Fisika Dan Pendidikan Fisika (SNFPF) Ke-6 2015, 6, 263–269. Surakarta : Prodi Pendidikan Fisika UNS.
Pfefferová, M. S. (2015). Computer Simulations and Their Influence on Students’ Understanding of Oscillatory Motion. Informatics in Education, 14(2), 279–289. https://doi.org/10.15388/infedu.2015.16.
Polatoglou, H. M., & Sitsanlis, I. (2018). Simulation of Interference and Diffraction Based on Quantum Electrodynamics. Proceedings of the Second World Conference on POM and 15th Annual POM Conference. Mexico : International University in Germany, Bruchsal.
Purba, S. W. D., & Hwang, W. Y. (2018). Investigation of learning behaviors and achievement of simple pendulum for vocational high school students with Ubiquitous-Physics app. Eurasia Journal of Mathematics, Science and Technology Education, 14(7), 2877–2893. https://doi.org/10.29333/ejmste/90985.
Kurkarni, P. R. & Borkar, V. C. (2015). Oscillations in Damped Driven Pendulum : A Chaotic System. International Journal of Scientific and Innovative Mathematical Research (IJSIMR), 3(10), 14–27. Retrieved from https://www.arcjournals.org/pdfs/ijsimr/v3-i10/5.pdf.
Saroja, G., & Nuriyah, L. (2019). Numerical solution of nonlinear vibration by euler-cromer method. IOP Conference Series: Materials Science and Engineering, 546(3). https://doi.org/10.1088/1757-899X/546/3/032029.
Schott, D. (2010). Modelling of Oscillators: General Framework And Simulation Projects. Global Journal of Engineering Education, 12(1), 17–23.
Susilo, A., Yunianto, M., & Variani, V. I. (2012). Simulasi Gerak Harmonik Sederhana dan Osilasi Teredam pada Cassy-E 524000. Indonesian Journal of Applied Physics, 2(2), 124–137.
Tawil, M., & Dahlan, A. (2017). Developing Students’ Creativity through Computer Simulation Based Learning in Quantum Physics Learning. International Journal of Environmental and Science Education, 12(8), 1829–1845. Retrieved at http://www.ijese.net/makale/1945.html.
Vrellis, I., Avouris, N., & Mikropoulos, T. A. (2016). Learning outcome, presence and satisfaction from a science activity in Second Life. Australasian Journal of Educational Technology, 32(1), 59–77. https://doi.org/10.14742/ajet.2164.
Wati, E. K., & Widiansyah, N. (2020). Design of learning Media: Modeling & Simulation of Building Thermal Comfort Optimization System in Building Physics Course. Jurnal Pendidikan IPA Indonesia, 9(2), 257–266. https://doi.org/10.15294/jpii.v9i2.23504.
Yetilmezsoy, K. (2017). IMECE — Implementation of Mathematical, Experimental, and computer-Based Education : A Special Application of fluid Mechanics for Civil and environmental Engineering Students. Education and Information Technologies, 445–468. https://doi.org/10.1002/cae.21871.
Yetilmezsoy, K., & Mungan, C. E. (2018). MATLAB Time-Based Simulations of Projectile Motion, Pendulum Oscillation, and Water Discharge. European Journal of Physics, 39(6), 1–18. https://doi.org/10.1088/1361-6404/aadaee.
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