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Christos Spitas

Researcher at Nazarbayev University

Publications -  122
Citations -  956

Christos Spitas is an academic researcher from Nazarbayev University. The author has contributed to research in topics: Involute & Chemistry. The author has an hindex of 17, co-authored 94 publications receiving 729 citations. Previous affiliations of Christos Spitas include Delft University of Technology & National Technical University of Athens.

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Increasing the Strength of Standard Involute Gear Teeth with Novel Circular Root Fillet Design

TL;DR: The analysis demonstrates that the novel teeth exhibit higher bending strength (up to 70%) in certain cases without affecting the pitting resistance since the geometry of the load carrying involute is not changed.
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A FEM Study of the Bending Strength of Circular Fillet Gear Teeth Compared to Trochoidal Fillets Produced with Enlarged Cutter Tip Radius

TL;DR: In this paper, a comparison of the bending strength between the CF and the non-standard large tip radius TF designs spanning the entire usable tooth number range using FEA was made, and the results suggest a systematic advantage of the CF over the stronger variants of the TF for numbers less than 17 teeth.
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Analysis of systematic engineering design paradigms in industrial practice: A survey

TL;DR: The engineering design process is analysed and different contributing paradigms are identified, including the abstraction-to-detail paradigm mostly associated with systematic design, to build an understanding of the observed discrepancy between the formal systematic design theory and many current design practices in the industry.
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Optimum gear tooth geometry for minimum fillet stress using BEM and experimental verification with photoelasticity

TL;DR: In this paper, the concept of non-dimensional gear teeth is introduced to reduce the total number of design variables by interpolation of tabulated values, which were calculated previously by applying the BEM on nondimensional models corresponding to different combinations of the design parameters.
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Fast modeling of conjugate gear tooth profiles using discrete presentation by involute segments

TL;DR: In this article, the authors propose a method of discretizing the gear tooth flank in involute segments for the determination of conjugate gear tooth profiles, which is faster than the standard theory of gearing and is particularly useful in problems requiring iterative calculations of the tooth geometry such as gear optimization.