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Physical Sciences · Engineering

Industrial Engineering and Technologies
Research Guide

What is Industrial Engineering and Technologies?

Industrial Engineering and Technologies is the application of engineering principles to design, improve, and operate integrated systems in manufacturing, resource extraction, and energy production, emphasizing resource efficiency, energy conservation, and structural analysis in mechanical contexts.

This field encompasses 40,850 works at the intersection of digital economy, sustainable development, and technological innovation in the mineral resource sector. Key areas include energy efficiency, carbon sequestration, hydrogen initiatives, lithium-ion batteries, renewable energy, resource efficiency, and circular economy principles. Foundational papers address plate and shell theory, anisotropic elasticity, fluid transients, finite element methods, and voltage stability in power systems.

Topic Hierarchy

100%
graph TD D["Physical Sciences"] F["Engineering"] S["Mechanical Engineering"] T["Industrial Engineering and Technologies"] D --> F F --> S S --> T style T fill:#DC5238,stroke:#c4452e,stroke-width:2px
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40.9K
Papers
N/A
5yr Growth
57.3K
Total Citations

Research Sub-Topics

Why It Matters

Industrial Engineering and Technologies enables precise structural analysis in mechanical systems, as shown in Timoshenko and Woinowsky-Krieger (1959) with 'THEORY OF PLATES AND SHELLS,' which has received 12,028 citations for its models of bending in rectangular and circular plates under various loads. In power systems, Kessel and Glavitsch (1986) introduced an indicator L for voltage stability detection, ranging from 0 at no-load to 1 at collapse, applied in online testing of grids with 1,102 citations. Fluid dynamics benefits from Wylie and Streeter (1993) in 'Fluid Transients in Systems' (1,434 citations), covering multi-pipe transients and turbomachine effects essential for pipeline safety in mineral resource operations. These methods support sustainable practices like energy efficiency and resource extraction in the mineral sector.

Reading Guide

Where to Start

'THEORY OF PLATES AND SHELLS' by Timoshenko and Woinowsky-Krieger (1959), as it provides essential bending and deflection models for plates under basic loads, forming the structural foundation for later finite element and transient analyses.

Key Papers Explained

Timoshenko and Woinowsky-Krieger (1959) in 'THEORY OF PLATES AND SHELLS' establishes classical plate theory, extended by Lekhnitskii et al. (1964) in 'Theory of Elasticity of an Anisotropic Elastic Body' to anisotropic materials. Kuhlemeyer and Lysmer (1973) in 'Finite Element Method Accuracy for Wave Propagation Problems' applies finite elements to wave issues in such structures, while Donéa and Huerta (2003) in 'Finite Element Methods for Flow Problems' builds numerical methods for fluid-structure interactions. Wylie and Streeter (1993) in 'Fluid Transients in Systems' complements with transient flow solutions in industrial pipes.

Paper Timeline

100%
graph LR P0["THEORY OF PLATES AND SHELLS
1959 · 12.0K cites"] P1["Theory of Elasticity of an An...
1964 · 1.5K cites"] P2["Finite Element Method Accuracy f...
1973 · 1.3K cites"] P3["Estimating the Voltage Stability...
1986 · 1.1K cites"] P4["The deming management method
1990 · 1.1K cites"] P5["Fluid Transients in Systems
1993 · 1.4K cites"] P6["2019 IEEE International Conferen...
2019 · 955 cites"] P0 --> P1 P1 --> P2 P2 --> P3 P3 --> P4 P4 --> P5 P5 --> P6 style P0 fill:#DC5238,stroke:#c4452e,stroke-width:2px
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Most-cited paper highlighted in red. Papers ordered chronologically.

Advanced Directions

Recent preprints are unavailable, but top papers highlight ongoing needs in voltage stability (Kessel and Glavitsch, 1986) for renewable-heavy systems and finite element accuracy (Kuhlemeyer and Lysmer, 1973) for dynamic loads in mineral processing.

Papers at a Glance

# Paper Year Venue Citations Open Access
1 THEORY OF PLATES AND SHELLS 1959 12.0K
2 <i>Theory of Elasticity of an Anisotropic Elastic Body</i> 1964 Physics Today 1.5K
3 Fluid Transients in Systems 1993 Infoscience (Ecole Pol... 1.4K
4 Finite Element Method Accuracy for Wave Propagation Problems 1973 Journal of the Soil Me... 1.3K
5 Estimating the Voltage Stability of a Power System 1986 IEEE Transactions on P... 1.1K
6 The deming management method 1990 Long Range Planning 1.1K
7 2019 IEEE International Conference «Quality Management, Transp... 2019 955
8 Finite Element Methods for Flow Problems 2003 865
9 Hydrates of Hydrocarbons 1997 Medical Entomology and... 694
10 Problems of plastic gliding 1940 Proceedings of the Phy... 662

Frequently Asked Questions

What is the theory of plates and shells?

'THEORY OF PLATES AND SHELLS' by Timoshenko and Woinowsky-Krieger (1959) covers bending of long rectangular plates to cylindrical surfaces, pure bending, symmetrical bending of circular plates, and small deflections of laterally loaded plates with various edge conditions. The work has 12,028 citations. It provides foundational models for continuous rectangular plates and plates on elastic foundations.

How does finite element method accuracy apply to wave propagation?

Kuhlemeyer and Lysmer (1973) in 'Finite Element Method Accuracy for Wave Propagation Problems' studied displacements from a single harmonic one-dimensional elastic wave in a finite element mesh, with 1,326 citations. Results show steady-state response accuracy for semi-infinite models. The paper presents guidelines for mesh design in soil mechanics and foundations.

What methods estimate voltage stability in power systems?

Kessel and Glavitsch (1986) in 'Estimating the Voltage Stability of a Power System' defined indicator L (0 at no-load to 1 at collapse) for online voltage instability detection, cited 1,102 times. Various models derive L from power flow equations. The approach tests systems for collapse proximity.

What are key finite element methods for flow problems?

Donéa and Huerta (2003) in 'Finite Element Methods for Flow Problems' address steady transport, Galerkin approximation, and conservation equations in fluid dynamics, with 865 citations. Chapters cover kinematical flow descriptions and basic finite element ingredients. It includes applications to incompressible and compressible flows.

What causes plastic gliding in metals?

Orowan (1940) in 'Problems of plastic gliding' attributes flow in metal single crystals to dislocations, discussing their production and movement rates, with 662 citations. The paper analyzes rate of flow mechanisms. It connects dislocation dynamics to deformation processes.

What topics does fluid transients analysis cover?

Wylie and Streeter (1993) in 'Fluid Transients in Systems' detail basic differential flow concepts, method of characteristics, multi-pipe systems, turbomachine transients, and two-phase flows, cited 1,434 times. Solutions apply to valves and non-pipe elements. The work addresses complex industrial piping networks.

Open Research Questions

  • ? How can finite element meshes be optimized for accurate multi-dimensional wave propagation beyond one-dimensional harmonic cases?
  • ? What refinements to indicator L improve real-time voltage collapse prediction in modern renewable-integrated grids?
  • ? How do dislocation production rates vary under high-strain conditions in polycrystalline industrial materials?
  • ? What extensions of anisotropic elasticity theory apply to composite shells in resource extraction equipment?
  • ? How do two-phase transient models predict hydrate formation risks in mineral processing pipelines?

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Curated by PapersFlow Research Team · Last updated: February 2026

Academic data sourced from OpenAlex, an open catalog of 474M+ scholarly works · Web insights powered by Exa Search

Editorial summaries on this page were generated with AI assistance and reviewed for accuracy against the source data. Paper metadata, citation counts, and publication statistics come directly from OpenAlex. All cited papers link to their original sources.