ON THE INVERSE EIGENVALUE PROBLEM OF A EULER BERNOULLI BEAM UNDER DISTRIBUTED LOADS

Authors

  • Emem Ayankop Andi Nigerian Defence Academy, Kaduna
  • BADAMASI Kabir Muhammad Department of Mathematical Sciences, Nigerian Defence Academy Kaduna, Nigeria
  • WILSON Uwemedimo Nyong Department of Civil Engineering, Nigerian Defence Academy Kaduna, Nigeria

Keywords:

Inverse eigenvalue, Imposed natural frequency, Distributed loads, Euler Bernoulli beam

Abstract

The problem of posing and solving an inverse eigenvalue problem of a Euler Bernoulli steel beam under distributed loads is studied in this paper. The governing equations are tackled using finite Fourier Sine transform for the simple support end condition and finite Fourier Cosine transform for the guided/sliding end condition. Graphs of the solution for the two end conditions considered are plotted with the first
frequency (

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Published

2024-10-31

How to Cite

Andi, E. A., BADAMASI Kabir Muhammad, & WILSON Uwemedimo Nyong. (2024). ON THE INVERSE EIGENVALUE PROBLEM OF A EULER BERNOULLI BEAM UNDER DISTRIBUTED LOADS . Academy Journal of Science and Engineering, 18(2), 9–20. Retrieved from https://ajse.academyjsekad.edu.ng/index.php/new-ajse/article/view/393

Issue

Vol. 18 No. 2 (2024): Academy Journal of Science and Engineering (AJSE)

Section

Articles

License

Copyright (c) 2024 Emem Ayankop Andi, BADAMASI Kabir Muhammad, WILSON Uwemedimo Nyong

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