KOMPUTASI NUMERIK GERAK PROYEKTIL DUA DIMENSI MEMPERHITUNGKAN GAYA HAMBATAN UDARA DENGAN METODE RUNGE-KUTTA4 DAN DIVISUALISASIKAN DI GUI MATLAB

Authors

  • Tatik Juwariyah Fakultas Teknik Universitas Pembangunan Nasional “Veteran” Jakarta Kampus Jalan RS. Fatmawati Pondok Labu Jakarta 12450

DOI:

https://doi.org/10.54378/bt.v11i2.110

Keywords:

projectile motion, resisting force, Runge-Kutta4, MATLAB GUIDE

Abstract

The simulation of two dimensional projectile motion problem with including resisting force as velocity function in MATLAB program has been done.The two dimensional projectile motion problem was formulated in second order differential equation which included resitance form as linier velocity function. The second order differential of motion then separated into two coupled first order differential equation and then numerically was soluted by Runge_Kutta4 method. The visualisation of computation values as a path of projectile motion and others physics quantities like dissipation energy were shown by MATLAB GUIDE.

References

Fowles, G.R. 1986. Analytical Mechanics. CBS College Publishing. New York.

Lung, M.C.,dkk. 2009. A study of shuttlecock’s trajectory in badminton. Journal of Sports Science and Medicine 8, 657-662

Sahid. 2005. Pengantar Komputasi Numerik dengan MATLAB. Penerbit Andi. Yogyakarta.

Suarga. 2007. Fisika Komputasi, Solusi Problema Fisika dengan MATLAB. Penerbit Andi. Yogyakarta.

Sugiharta, A. 2006. Pemrograman GUI dengan MATLAB. Penerbit Andi. Yogyakarta.

Suparso, E. 2009. Simulasi Gerak Jatuh Bebas dengan Visual Basic. Tesis FMIPA UGM. Yogyakarta.

Yabushita, K, dkk. 2007. An analytic solution of projectile motion with the quadratic resistance law using the homotopy analysis

method. J. Phys. A: Math. Theor. 40 8 4 0 3 – 8 4 1 6 d o i : 1 0 . 1 0 8 8 / 1 7 5 1 - 8113/40/29/015

Yang W.Y, dkk. 2005. Apllied Numerical Methods using MATLAB. John Wiley & Sons. New Jersey.

Published

2017-08-02