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INTERNATIONAL JOURNAL OF SCIENTIFIC DEVELOPMENT AND RESEARCH
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ISSN Approved Journal No: 2455-2631 | Impact factor: 8.15 | ESTD Year: 2016
open access , Peer-reviewed, and Refereed Journals, Impact factor 8.15

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Paper Title: An investigation of extended Euler- Bernoulli beam under impulse load using wavelet spectral finite element (WSFE) method
Authors Name: Anurag Dhankhar , Jaswant Singh
Unique Id: IJSDR2107041
Published In: Volume 6 Issue 7, July-2021
Abstract: The identification approach that has been proposed incorporates modal forms methodology. performed illustrate recommended method of operation Different situations for decision-making were utilised in different locations. The proposed Euler-Bernoulli Beam Vibration method, as well as the wavelet spectral finite element approach, may both satisfy the requirements at the same time. Sites selected for impact, involvement modes, and outcomes investigated This is the first time in many years that wavelets have been brought into the field. Engineering mechanical problems are solved and assessed using the wavelet transform, which is a kind of mathematical transformation. Among the many applications are mechanical response studies to extract model parameters, sounds, damage assessments, and so on; solution of mechanical system differential equations, transformation, and wave propagation issues; and solution of mechanical system differential equations, transformation, and wave propagation issues using wavelets. Aspects of structural dynamics that are concerned with lower frequencies, such as those that are in the range of vibration, include the investigation and research of a wide range of topics in addition to those already stated. In contrast, the study of transient responses with frequencies in the Kilohertz range, which is generated by high-frequency excitations and includes the research of high-frequency excitations, is produced by low-frequency excitations and includes the investigation of low-frequency excitations. Although this article contains a section on wavelet analysis, the primary emphasis is on the wavelet-based spectrum analysis of wave propagation in this particular topic. The researchers have developed a numerical approach to support their results, and they have utilised a simulation technique to do this.
Keywords: Euler- Bernoulli Beam, Wavelet Spectral Finite Element (WSFE), Numerical Approach
Cite Article: "An investigation of extended Euler- Bernoulli beam under impulse load using wavelet spectral finite element (WSFE) method", International Journal of Science & Engineering Development Research (www.ijsdr.org), ISSN:2455-2631, Vol.6, Issue 7, page no.255 - 260, July-2021, Available :http://www.ijsdr.org/papers/IJSDR2107041.pdf
Downloads: 000337070
Publication Details: Published Paper ID: IJSDR2107041
Registration ID:193527
Published In: Volume 6 Issue 7, July-2021
DOI (Digital Object Identifier):
Page No: 255 - 260
Publisher: IJSDR | www.ijsdr.org
ISSN Number: 2455-2631

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