Analysis of Displacement of Vibrating of Mass Spring Due to Opposition Force

Authors

  • Puskar R. Pokhrel Department of Mathematics, Ratna Rajya Laxmi Campus, Kathmandu, TU.
  • Bhabani Lamsal Sagarmatha Engineering College, Kathmandu
  • Jeevan Kafle Central Department of Mathematics, Kathmandu, TU.
  • Parameshwari Kattel Department of Mathematics, Tri-Chandra Multiple Campus, Kathmandu, TU.

DOI:

https://doi.org/10.3126/tuj.v35i1.35830

Keywords:

Mass of spring, opposition forces, analytic and numerical solution

Abstract

Employing the model equation for mass spring system, which is of second order differential equation, we analyze the displacement with various opposition forces applied on the mass of the spring. We observe that if there is no external force on the mass of the spring, the opposition force causes the displacements of mass of spring. We also analyze the system by finding its analytic and numerical solution, and compare their results.

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Author Biographies

Puskar R. Pokhrel, Department of Mathematics, Ratna Rajya Laxmi Campus, Kathmandu, TU.

Assistant Professor

Bhabani Lamsal, Sagarmatha Engineering College, Kathmandu

Lecturer

Jeevan Kafle, Central Department of Mathematics, Kathmandu, TU.

Assistant Professor 

Parameshwari Kattel, Department of Mathematics, Tri-Chandra Multiple Campus, Kathmandu, TU.

Associate Professor

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Published

2020-06-30

How to Cite

Pokhrel, P. R., Lamsal, B., Kafle, J., & Kattel, P. (2020). Analysis of Displacement of Vibrating of Mass Spring Due to Opposition Force. Tribhuvan University Journal, 35(1), 21–32. https://doi.org/10.3126/tuj.v35i1.35830

Issue

Vol. 35 No. 1 (2020)

Section

Articles

License

© Center for Research, Tribhuvan University