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  <channel rdf:about="http://dspace.dtu.ac.in:8080/jspui/handle/123456789/108">
    <title>DSpace Collection:</title>
    <link>http://dspace.dtu.ac.in:8080/jspui/handle/123456789/108</link>
    <description />
    <items>
      <rdf:Seq>
        <rdf:li rdf:resource="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22973" />
        <rdf:li rdf:resource="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22969" />
        <rdf:li rdf:resource="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22945" />
        <rdf:li rdf:resource="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22926" />
      </rdf:Seq>
    </items>
    <dc:date>2026-07-23T07:14:44Z</dc:date>
  </channel>
  <item rdf:about="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22973">
    <title>EXPLAINABLE AI BASED PREDICTIVE  MAINTENANCE AND ANOMALY  DETECTION SYSTEM FOR INDUSTRY 4.0  USING MACHINE LEARNING AND DEEP  LEARNING</title>
    <link>http://dspace.dtu.ac.in:8080/jspui/handle/repository/22973</link>
    <description>Title: EXPLAINABLE AI BASED PREDICTIVE  MAINTENANCE AND ANOMALY  DETECTION SYSTEM FOR INDUSTRY 4.0  USING MACHINE LEARNING AND DEEP  LEARNING
Authors: SOREN, SUNNY; Srinivas, K. (SUPERVISOR); Ansari, Naushad A.(CO- SUPERVISOR)
Abstract: The advent of Industry 4.0 has revolutionized the way manufacturing companies &#xD;
operate by monitoring, maintaining and optimising industrial equipment. One of the &#xD;
most effective uses of this transformation is Predictive Maintenance (PdM), which &#xD;
moves maintenance from a reactive and time-based approach to a data-driven, &#xD;
condition-based and anticipatory approach. There is a major lack in the literature and &#xD;
currently in systems: most of the predictive maintenance models focus either on &#xD;
predictive accuracy or explainability, or on explainability without considering &#xD;
robustness under realistic data scenarios, like sensor noise and class imbalance. &#xD;
This big project proposes an Explainable AI (XAI) framework for Predictive &#xD;
Maintenance and Anomaly Detection System, designed and tested with the widely &#xD;
used UCI Machine Learning Repository AI4I 2020 Predictive Maintenance Dataset. &#xD;
To systematically compare the three representative machine learning models, Logistic &#xD;
Regression (LR), Random Forest Classifier (RF) and a Feed-Forward Neural Network &#xD;
(Multi-Layer Perceptron, MLP), three carefully designed experimental conditions are &#xD;
provided: (1) a clean baseline dataset, representing ideal data quality; (2) a &#xD;
synthetically noised dataset, with Gaussian noise added to the data, representing real&#xD;
world sensor drift, calibration errors and measurement uncertainty; and (3) a &#xD;
synthetically over-sampled dataset (via Synthetic Minority Over-sampling Technique, &#xD;
SMOTE), to address the class imbalance encountered in industrial failure prediction &#xD;
tasks. &#xD;
The project puts in place an Autoencoder-based unsupervised module for anomaly &#xD;
detection in addition to supervised classification. The Autoencoder is trained with &#xD;
operational data without any failure labels and considers a failure as being flagged &#xD;
when the reconstruction error exceeds the 95th percentile set using a statistically &#xD;
motivated threshold, which is determined by the learned data, setting the limit to be &#xD;
the values of the normal machine behaviour. &#xD;
Two complementary approaches are used to obtain model explainability: using SHAP &#xD;
(SHapley Additive exPlanations) with the Random Forest through TreeExplainer, and &#xD;
LIME (Local Interpretable Model-Agnostic Explanations) with the Neural Network. &#xD;
SHAP offers explanations at the individual instance level using waterfall plots and &#xD;
explanations at a higher level of abstraction by ranking the most important global &#xD;
features via a beeswarm plot, the mean absolute SHAP bar plot, and a feature &#xD;
interaction dependence plot. Local linear surrogate explanations are offered for &#xD;
individual predictions by LIME, allowing maintenance engineers to grasp the model &#xD;
behaviour at the instance level. &#xD;
Experimental results indicate that the Random Forest model gives the best F1 score &#xD;
(1.00) for the clean dataset, followed by SMOTE augmented data (0.99), and lowest &#xD;
under Gaussian noise (0.95), which is the highest noise robustness among the three &#xD;
models. Even on well-structured tabular PdM data, Logistic Regression shows a &#xD;
consistent F1-score of 0.99 for all three data conditions, making it a very well&#xD;
performing simple and interpretable model that remains competitive over a variety of &#xD;
data conditions. The highest variance is in the case of the Neural Network, which &#xD;
achieves F1=0.93 for clean data, F1=0.98 for noisy data (with implicit regularisation &#xD;
effects of the added noise), and F1=0.93 for SMOTE data. &#xD;
The binary failure mode flags — PWF (Power Failure), HDF (Heat Dissipation &#xD;
Failure), OSF (Overstrain Failure) — clearly stand out as the most important failure &#xD;
predictors, while Rotational Speed and Torque are the most impactful continuous &#xD;
feature drivers. LIME explanations from the Neural Network align with SHAP results, &#xD;
thereby offering cross-method validation of explainability results. The distribution of &#xD;
the reconstruction errors of the Autoencoder reveals the separation between the normal &#xD;
and anomalous instances, and the Autoencoder is able to isolate operational records &#xD;
that are anomalous. &#xD;
The results above clearly proof the synergy of the classical and deep learning models &#xD;
with the explainable AI, unsupervised anomaly detection, resulting in a strong, &#xD;
explainable, practically viable PdM solution that can be well adapted to the Industry &#xD;
4.0 manufacturing environments. It is executed with open source Python libraries and &#xD;
is accessible on standard hardware, so it can be utilized by small and medium scale &#xD;
enterprises without any special computational hardware.</description>
    <dc:date>2026-05-01T00:00:00Z</dc:date>
  </item>
  <item rdf:about="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22969">
    <title>FREE INFLATION OF AN ANISOTROPIC  HYPERELASTIC CIRCULAR MEMBRANE</title>
    <link>http://dspace.dtu.ac.in:8080/jspui/handle/repository/22969</link>
    <description>Title: FREE INFLATION OF AN ANISOTROPIC  HYPERELASTIC CIRCULAR MEMBRANE
Authors: BISHWAKARMA, SUNIL; Sahu, Satyajit (SUPERVISOR)
Abstract: Inflation of a thin elastic membrane is a well-studied classical problem in nonlinear &#xD;
continuum mechanics; however, the impact of material anisotropy on the inflation &#xD;
response of hyperelastic materials has yet to be thoroughly researched. Therefore, this &#xD;
research examines the axisymmetric axial deformation behaviour of a circular &#xD;
membrane composed of an incompressible anisotropic Mooney-Rivlin material being &#xD;
blown up against a uniform transverse pressure load, without any initial radial pre&#xD;
strain. &#xD;
The derivation of governing equations comes from the principle of stationary potential &#xD;
energy, with the strain energy density function being expressed using the two principal &#xD;
stretches from the plane of the membrane and an anisotropic invariant &#x1d43c;4 = &#x1d706;1 2 for the &#xD;
thickness of the membrane. The invariant thus gives rise to one stretch in the thickness &#xD;
direction, since there can be no volume change under the assumption of &#xD;
incompressibility. Each of these principal stretches is identified by introducing the &#xD;
appropriate field variable so that the governing equations are reduced from two &#xD;
second-order ordinary differential equations into a system of three first-order ordinary &#xD;
differential equations. The converting or changing of the governing equations into a &#xD;
different format allows for easier numerical integration using standard initial value&#xD;
problem solvers. &#xD;
The two-point boundary value problem resulting from this research has been solved &#xD;
using the combination of the shooting method and the optimization procedure using &#xD;
fminsearch. The primary advancement in the numerical solution is the established &#xD;
verification of the scaling invariance property inherent to the equilibrium equations &#xD;
applies to the anisotropic equations, thus allowing for the elimination of the arc-length &#xD;
continuation methods in all cases where the pressure-stretch relationship has limit &#xD;
point instability. &#xD;
Presented here are numerical results for two different pairs of Mooney-Rivlin material &#xD;
parameters, &#x1d6fc; = &#x1d436;2&#xD;
&#x1d436;1&#xD;
=0.01,0.03,0.1 and four different levels of anisotropy, &#x1d701; =&#xD;
0,0.01,0.03,0.05, with no pre-stretch (&#x1d6fd; = 1). The results show that anisotropy causes &#xD;
a stiffening effect in the inflation response, through the pressure-deflection curves. The &#xD;
pressure-deflection curves for &#x1d6fc; = 0.01 (close to Neo-Hookean behaviour) show that &#xD;
the limit point is always there regardless of connectivity level &#x1d701;. Critical pressures &#xD;
remain about the same for each value of &#x1d701;. When working with &#x1d6fc; = 0.1 (which has a &#xD;
large component for &#x1d436;2), the response is monotonic and stable; but as the value of &#x1d701; &#xD;
increases, maximum deflections will decrease by as much as 56 at a pressure of 10. &#xD;
The stress resultants show that inflation creates anisotropic behaviour in the meridional &#xD;
and circumferential components of the material properties (highest stresses at the &#xD;
clamped edges). The peak stress at the clamp reduces and circumferential stress &#xD;
increases at the interior of the structure when the anisotropy parameter is increased.  &#xD;
The 3D surface reconstruction and membrane profiles have shown that hysteresis in &#xD;
the anisotropic membrane is less than that of the isotropic membrane at similar &#xD;
elevations (pressure). This study will benefit the designer of any inflatable structure &#xD;
requiring uniform strains and controlled directional stiffness.</description>
    <dc:date>2026-06-01T00:00:00Z</dc:date>
  </item>
  <item rdf:about="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22945">
    <title>CRITICAL FACTORS FOR GENERATIVE AI-  DRIVEN GREEN VALUE CREATION IN SUPPLY  CHAINS: A HIERARCHICAL FUZZY BEST WORST METHOD APPROACH</title>
    <link>http://dspace.dtu.ac.in:8080/jspui/handle/repository/22945</link>
    <description>Title: CRITICAL FACTORS FOR GENERATIVE AI-  DRIVEN GREEN VALUE CREATION IN SUPPLY  CHAINS: A HIERARCHICAL FUZZY BEST WORST METHOD APPROACH
Authors: SISODIYA, ABHISHEK KUMAR; Kumar, Pravin (SUPERVISOR)
Abstract: Green value creation has become a central objective for modern supply chains as &#xD;
organizations increasingly adopt circular and sustainable practices. While prior &#xD;
research has identified multiple environmental and sustainability-related factors across &#xD;
supply chain activities, the role of advanced digital technologies—particularly &#xD;
Generative Artificial Intelligence (GenAI)—in shaping and prioritizing these factors &#xD;
remains insufficiently explored. Moreover, existing studies often rely on conventional &#xD;
analytical approaches and lack structured decision-making frameworks capable of &#xD;
addressing uncertainty and expert subjectivity. &#xD;
This study aims to identify and prioritize the critical factors influencing GenAI-driven &#xD;
green value creation in supply chains using a Hierarchical Fuzzy Best–Worst Method &#xD;
(HFBWM) approach. Based on an extensive review of the literature and expert &#xD;
consultation, five key supply chain dimensions—Supplier, Product, Packaging, &#xD;
Logistics, and Consumption—along with eighteen associated sub-factors are identified &#xD;
and validated. The HFBWM is employed to systematically capture expert judgments &#xD;
under uncertainty and to derive local and global priority weights. &#xD;
The results reveal that product-related factors, particularly design for reuse, modular &#xD;
design, and circular product design, are the most influential drivers of green value &#xD;
creation, followed by sustainable packaging and consumption-oriented factors. &#xD;
Scenario-based analysis further demonstrates that GenAI capabilities—through &#xD;
iv &#xD;
interactive and non-interactive knowledge search—enhance decision-making quality, &#xD;
reduce dependence asymmetry, and strengthen inter-organizational collaboration, &#xD;
thereby reshaping the prioritization of green value creation factors. &#xD;
The study contributes to the literature by integrating fuzzy multi-criteria decision&#xD;
making with GenAI-enabled supply chain capabilities and offers a practical decision&#xD;
support framework for managers seeking to prioritize high-impact sustainability &#xD;
initiatives. The proposed approach provides actionable insights for leveraging GenAI &#xD;
to support strategic green value creation in complex and uncertain supply chain &#xD;
environments.</description>
    <dc:date>2026-06-01T00:00:00Z</dc:date>
  </item>
  <item rdf:about="http://dspace.dtu.ac.in:8080/jspui/handle/repository/22926">
    <title>NUMERICAL ANALSIS AND MULTI-OBJECTIVE  OPTIMISATION OF  THE NACA 2415 AIRFOIL USING A  TAGUCHI-FUZZY FRAMEWORK</title>
    <link>http://dspace.dtu.ac.in:8080/jspui/handle/repository/22926</link>
    <description>Title: NUMERICAL ANALSIS AND MULTI-OBJECTIVE  OPTIMISATION OF  THE NACA 2415 AIRFOIL USING A  TAGUCHI-FUZZY FRAMEWORK
Authors: SONI, PULKIT; Zunaid, Mohammad (SUPERVISOR)
Abstract: Small fixed-wing unmanned aerial vehicles operating at chord Reynolds numbers of &#xD;
Re = 10⁵–5×10⁶ face a fundamental aerodynamic challenge: the gap between two&#xD;
dimensional section performance predicted by computational fluid dynamics and the &#xD;
drastically degraded efficiency of real, aspect-ratio-constrained three-dimensional &#xD;
wings. This study addresses that gap through a three-phase hierarchical investigation &#xD;
of the NACA 2415 aerofoil, integrating Taguchi design of experiments, Mamdani &#xD;
fuzzy multi-objective optimisation, steady-state Reynolds-Averaged Navier–Stokes &#xD;
simulation, and surrogate-assisted optimisation into a single systematic framework &#xD;
validated against NACA Technical Report 824 experimental data. &#xD;
Phase 1 deploys a Taguchi L25(5⁵) orthogonal array — reducing a 3,125-run full &#xD;
factorial to 25 balanced simulations — to simultaneously screen five RANS turbulence &#xD;
closures (Spalart–Allmaras, k-ε Realizable, k-ω SST, SST γ–Reθ, and Reynolds Stress &#xD;
Model), five Reynolds numbers (1–12×10⁶), five angles of attack (−4° to 16°), five &#xD;
turbulence intensities (0.05%–5.00%), and four surrogate optimisation strategies &#xD;
(RSM-Kriging, NSGA-II, Sparse RSM, and Neural Network Screening). Three &#xD;
conflicting aerodynamic responses — lift coefficient, drag coefficient, and lift-to-drag &#xD;
ratio — are unified into a scalar Multi-Performance Characteristic Index via a 27-rule &#xD;
Mamdani fuzzy inference system with corrected strict-inequality boundary&#xD;
membership evaluation, a previously unreported defect whose correction changes the &#xD;
turbulence model ANOVA contribution from a spurious 12.30% to the physically &#xD;
correct 1.83%. One-way ANOVA identifies angle of attack as the dominant factor (ρ &#xD;
= 80.99–85.70%), with Reynolds number second (ρ ≈ 8–10%). The k-ω SST model &#xD;
achieves the highest multi-objective η(MPCI) level mean (−9.202 dB) due to its &#xD;
Bradshaw adverse-pressure-gradient limiter and structural turbulence-intensity &#xD;
insensitivity via cross-diffusion. Sparse RSM achieves the highest Weighted &#xD;
Composite Score of 9.13/10, uniquely detecting the NACA 2415 drag-bucket interior &#xD;
minimum at α ≈ −0.75°, independently confirmed by Neural Network Screening at α &#xD;
≈ −0.77°. Phase 2 deploys a Taguchi L9(3³) array exclusively with k-ω SST across a refined &#xD;
design space (Re = 6–12×10⁶, α = 4°–8°, TI = 0.05%–0.50%). The confirmed optimal &#xD;
configuration — Re = 12×10⁶, α = 8°, TI = 0.10° — yields CL = 1.038, CD = 0.015711, &#xD;
and |CL/CD| = 66.08, with a Taguchi additive model prediction error of only 0.26%, &#xD;
validating negligible factor interactions. Turbulence intensity contributes ρ ≈ 0.00% &#xD;
(F = 0.04) within the tested range, providing a practically significant result that &#xD;
eliminates TI as a source of CFD modelling uncertainty for this application. &#xD;
Phase 3 extends the Phase 2 optimum to a three-dimensional finite-wing RANS &#xD;
simulation at AR = 0.25 (b = 0.5 m, c = 2.0 m, A_ref = 1.0 m²). The aerodynamic &#xD;
outputs — CL = 0.12921, CD = 0.014899, |CL/CD| = 8.67, Lift = 607.908 N, Drag = &#xD;
70.096 N — reveal an 86.9% efficiency collapse from the two-dimensional optimum, &#xD;
driven by a tip-vortex-induced downwash of ε ≈ 9.33° that reduces the effective angle &#xD;
of attack from +8° to approximately −1.43°. Three independent CFD visualisations — &#xD;
velocity pathlines, static pressure vectors, and velocity magnitude vectors — provide &#xD;
mutually corroborating topological, thermodynamic, and kinematic evidence &#xD;
confirming that the entire span lies within the tip-vortex induction zone and no two&#xD;
dimensional flow region exists. The study conclusively establishes that the binding &#xD;
aerodynamic limitation of the platform is planform geometry rather than section &#xD;
performance, motivating a redesign to AR = 6–8 to recover 75%–86% of the two&#xD;
dimensional efficiency ceiling.</description>
    <dc:date>2026-05-01T00:00:00Z</dc:date>
  </item>
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