Paras Jain

Dr. Paras Jain

VIT Bhopal University
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Research Focus & Metrics

Academic Career Length

14Years (2013-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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27 July 2014 in Information Systems Frontiers
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Journal Article
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Paras JainParas Jain
Paras Jain
VTVipin Tyagi
Vipin Tyagi

22 November 2021 in Processes
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Journal Article
Open access
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NGN. GANESH
N. GANESH
Paras JainParas Jain
Paras Jain
ACAmitava Choudhury
Amitava Choudhury
PDPrasun Dutta
Prasun Dutta
KANAK KALITAKANAK KALITA
KANAK KALITA
Paolo BarsocchiPaolo Barsocchi
Paolo Barsocchi
In industrial piping systems, turbomachinery, heat exchangers etc., pipe bends are essential components. Computational fluid dynamics (CFD), which is frequently used to analyse the flow behaviour in such systems, provides extremely precise estimates but is computationally expensive. As a result, a computationally efficient method is developed in this paper by leveraging machine learning for such computationally expensive CFD problems. Random forest regression (RFR) is used as the machine learning algorithm in this work. Four different fluid flow characteristics (i.e., axial velocity, x-velocity, y-velocity and z-velocity) are studied in this work. The accuracy of the RFR models is assessed by using a number of statistical metrics such as mean-absolute error (MAE), mean-squared-error (MSE), root-mean-squared-error (RMSE), maximum error (Max.Error) and median error (Med.Error) etc. It is observed that the RFR models can produce considerable cost reductions in computing by surrogating the CFD model. Minor loss in estimation accuracy as compared to the CFD models is observed. While the magnitude of intricate flow characteristics such as the additional vortices are correctly predicted, some error in their location is observed.

1 February 2015 in Information Sciences
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Journal Article
Closed access
Paras JainParas Jain
Paras Jain
VTVipin Tyagi
Vipin Tyagi

1 July 2013 in IETE Journal of Education
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Journal Article
Closed access
Paras JainParas Jain
Paras Jain
VTVipin Tyagi
Vipin Tyagi
Image restoration is the operation of taking a degraded image and estimating the clean image. Degradation in an image occurs primarily due to blur and noise. Restoration attempts to reconstruct or recover an image that has been degraded by using apriori knowledge of the degradation phenomenon. Thus restoration techniques are oriented toward modeling the degradation and applying the inverse process in order to recover the original image. This paper starts with basic model of image degradation/restoration process and proceeds towards enlisting commonly occurring blurs and noises. Thereafter, it reviews some spatial and frequency domain filters for restoration of noisy images.

25 June 2014 in The Visual Computer
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Journal Article
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Paras JainParas Jain
Paras Jain
VTVipin Tyagi
Vipin Tyagi

1 January 2021 in Computer Modeling in Engineering & Sciences
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Journal Article
Closed access
NGN. Ganesh
N. Ganesh
URUvaraja Ragavendran
Uvaraja Ragavendran
KANAK KALITAKANAK KALITA
KANAK KALITA
Paras JainParas Jain
Paras Jain
XGXiao-Zhi Gao
Xiao-Zhi Gao
Optimizing the performance of composite structures is a real-world application with significant benefits. In this paper, a high-fidelity finite element method (FEM) is combined with the iterative improvement capability of metaheuristic optimization algorithms to obtain optimized composite plates. The FEM module comprises of ninenode isoparametric plate bending element in conjunction with the first-order shear deformation theory (FSDT). A recently proposed memetic version of particle swarm optimization called RPSOLC is modified in the current research to carry out multi-objective Pareto optimization. The performance of the MO-RPSOLC is found to be comparable with the NSGA-III. This work successfully highlights the use of FEM-MO-RPSOLC in obtaining highfidelity Pareto solutions considering simultaneous maximization of the fundamental frequency and frequency separation in laminated composites by optimizing the stacking sequence.