Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method

A research subject in structural engineering is the problem of vibration under a loading object. The two-dimensional (2D) model of a structure under loading is an example. In general, this case uses an object that is given a random frequency, which then causes various changes in shape depending on t...

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Main Authors: Lenggana Bhre Wangsa, Prabowo Aditya Rio, Ubaidillah Ubaidillah, Imaduddin Fitrian, Surojo Eko, Nubli Haris, Adiputra Ristiyanto
Format: Article
Language:English
Published: De Gruyter 2021-05-01
Series:Curved and Layered Structures
Subjects:
Online Access:https://doi.org/10.1515/cls-2021-0021
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spelling doaj-5ce6af0ae8874f24bd14ca697568784d2021-10-03T07:42:29ZengDe GruyterCurved and Layered Structures2353-73962021-05-018122524010.1515/cls-2021-0021Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element methodLenggana Bhre Wangsa0Prabowo Aditya Rio1Ubaidillah Ubaidillah2Imaduddin Fitrian3Surojo Eko4Nubli Haris5Adiputra Ristiyanto6Department of Mechanical Engineering, Universitas Sebelas Maret, Surakarta, IndonesiaDepartment of Mechanical Engineering, Universitas Sebelas Maret, Surakarta, IndonesiaDepartment of Mechanical Engineering, Universitas Sebelas Maret, Surakarta, IndonesiaDepartment of Mechanical Engineering, Universitas Sebelas Maret, Surakarta, IndonesiaDepartment of Mechanical Engineering, Universitas Sebelas Maret, Surakarta, IndonesiaInterdisciplinary Program of Marine Convergence Design, Pukyong National University, Busan, South KoreaDepartment of Marine Systems Engineering, Kyushu University, Fukuoka, JapanA research subject in structural engineering is the problem of vibration under a loading object. The two-dimensional (2D) model of a structure under loading is an example. In general, this case uses an object that is given a random frequency, which then causes various changes in shape depending on the frequency model. To determine the difference in performance by looking at the different forms of each mode, modal analysis with ANSYS was used. The samples to be simulated were metal plates with three variations of the model, namely, a virgin metal plate without any holes or stiffness, plates with given holes, and metal plates with stiffness on one side. The model was simulated with modal analysis, so that 20 natural frequencies were recorded. The sample also used different materials: low-carbon steel materials (AISI 304), marine materials (AISI 1090), and ice-class materials (AR 235). Several random-frequency models proved the deformation of different objects. Variations of sheet-metal designs were applied, such as pure sheet metal, giving holes to the sides, and stiffening the simulated metal sheet.https://doi.org/10.1515/cls-2021-0021modal analysisrandom vibrationdesigned platesteel classfinite-element method
collection DOAJ
language English
format Article
sources DOAJ
author Lenggana Bhre Wangsa
Prabowo Aditya Rio
Ubaidillah Ubaidillah
Imaduddin Fitrian
Surojo Eko
Nubli Haris
Adiputra Ristiyanto
spellingShingle Lenggana Bhre Wangsa
Prabowo Aditya Rio
Ubaidillah Ubaidillah
Imaduddin Fitrian
Surojo Eko
Nubli Haris
Adiputra Ristiyanto
Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
Curved and Layered Structures
modal analysis
random vibration
designed plate
steel class
finite-element method
author_facet Lenggana Bhre Wangsa
Prabowo Aditya Rio
Ubaidillah Ubaidillah
Imaduddin Fitrian
Surojo Eko
Nubli Haris
Adiputra Ristiyanto
author_sort Lenggana Bhre Wangsa
title Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
title_short Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
title_full Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
title_fullStr Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
title_full_unstemmed Effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
title_sort effects of mechanical vibration on designed steel-based plate geometries: behavioral estimation subjected to applied material classes using finite-element method
publisher De Gruyter
series Curved and Layered Structures
issn 2353-7396
publishDate 2021-05-01
description A research subject in structural engineering is the problem of vibration under a loading object. The two-dimensional (2D) model of a structure under loading is an example. In general, this case uses an object that is given a random frequency, which then causes various changes in shape depending on the frequency model. To determine the difference in performance by looking at the different forms of each mode, modal analysis with ANSYS was used. The samples to be simulated were metal plates with three variations of the model, namely, a virgin metal plate without any holes or stiffness, plates with given holes, and metal plates with stiffness on one side. The model was simulated with modal analysis, so that 20 natural frequencies were recorded. The sample also used different materials: low-carbon steel materials (AISI 304), marine materials (AISI 1090), and ice-class materials (AR 235). Several random-frequency models proved the deformation of different objects. Variations of sheet-metal designs were applied, such as pure sheet metal, giving holes to the sides, and stiffening the simulated metal sheet.
topic modal analysis
random vibration
designed plate
steel class
finite-element method
url https://doi.org/10.1515/cls-2021-0021
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