A study on the solutions of notable engineering models

In the commenced work, we establish some novel results concerning graph contractions in a more generalized setting. Furthermore, we deliver some examples to elaborate and explain the usability of the attained results. By virtue of nontrivial examples, we show our results improve, extend, generalize,...

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Published inMathematical modelling and analysis Vol. 27; no. 3; pp. 492 - 509
Main Authors Younis, Mudasir, Singh, Deepak, Chen, Lili, Metwali, Mohamed
Format Journal Article
LanguageEnglish
Published Vilnius Vilnius Gediminas Technical University 01.08.2022
Subjects
ascending motion of rocket
Boundary value problems
Deformations (Mechanics)
deformations of elastic beam
Elastic beams
Elastic deformation
Engineering
Engineering models
Engineering research
fixed point
graphic contraction
Integral equations
Mathematical models
Mathematics
Science
India
graphic contraction
deformations of elastic beam
fixed point
ascending motion of rocket
Online AccessGet full text
ISSN1392-6292
1648-3510
DOI10.3846/mma.2022.15276

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Abstract In the commenced work, we establish some novel results concerning graph contractions in a more generalized setting. Furthermore, we deliver some examples to elaborate and explain the usability of the attained results. By virtue of nontrivial examples, we show our results improve, extend, generalize, and unify several noteworthy results in the existing state-of-art. We adopt computer simulation validating our results. To arouse further interest in the subject and to show its efficacy, we devote this work to recent applications which emphasize primarily the applications for the existence of the solution of various models related to engineering problems viz. fourth-order two-point boundary value problems describing deformations of an elastic beam, ascending motion of a rocket, and a class of integral equations. This approach is entirely new and will open up some new directions in the underlying graph structure.
AbstractList In the commenced work, we establish some novel results concerning graph contractions in a more generalized setting. Furthermore, we deliver some examples to elaborate and explain the usability of the attained results. By virtue of nontrivial examples, we show our results improve, extend, generalize, and unify several noteworthy results in the existing state-of-art. We adopt computer simulation validating our results. To arouse further interest in the subject and to show its efficacy, we devote this work to recent applications which emphasize primarily the applications for the existence of the solution of various models related to engineering problems viz. fourth-order two-point boundary value problems describing deformations of an elastic beam, ascending motion of a rocket, and a class of integral equations. This approach is entirely new and will open up some new directions in the underlying graph structure.
In the commenced work, we establish some novel results concerning graph contractions in a more generalized setting. Furthermore, we deliver some examples to elaborate and explain the usability of the attained results. By virtue of nontrivial examples, we show our results improve, extend, generalize, and unify several noteworthy results in the existing state-of-art. We adopt computer simulation validating our results. To arouse further interest in the subject and to show its efficacy, we devote this work to recent applications which emphasize primarily the applications for the existence of the solution of various models related to engineering problems viz. fourth-order two-point boundary value problems describing deformations of an elastic beam, ascending motion of a rocket, and a class of integral equations. This approach is entirely new and will open up some new directions in the underlying graph structure. Keywords: deformations of elastic beam, ascending motion of rocket, graphic contraction, fixed point. AMS Subject Classification: 47H10; 34B15; 83C10.
Audience Academic
Author Younis, Mudasir
Singh, Deepak
Chen, Lili
Metwali, Mohamed
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deformations of elastic beam
fixed point
ascending motion of rocket
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StartPage 492
SubjectTerms ascending motion of rocket
Boundary value problems
Deformations (Mechanics)
deformations of elastic beam
Elastic beams
Elastic deformation
Engineering
Engineering models
Engineering research
fixed point
graphic contraction
Integral equations
Mathematical models
Mathematics
Science
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