@article{Umair Abd Halim_Chan Kar Tim_Nurisya Mohd Shah_2023, title={Chaos In 2D Bohmian Trajectories of Commensurate Harmonics Oscillators}, volume={29}, url={https://semarakilmu.com.my/journals/index.php/applied_sciences_eng_tech/article/view/1261}, DOI={10.37934/araset.29.2.195203}, abstractNote={<p>Particle trajectories guided by the wave function are well-defined through Bohmian mechanics, which is a causal interpretation of quantum mechanics. Periodic and chaotic behaviours could be exhibited from the certain classical integrable systems that have been shown within this framework. In this study, we developed Mathematica programs to plot the Bohmian trajectories and Lyapunov exponents. These programs serve as computer experiments for numerical generation and illustration of the results. We show that the behaviours of commensurate two-dimensional harmonic oscillator systems are dependent on ratios of frequency.</p>}, number={2}, journal={Journal of Advanced Research in Applied Sciences and Engineering Technology}, author={Umair Abd Halim and Chan Kar Tim and Nurisya Mohd Shah}, year={2023}, month={Jan.}, pages={195–203} }