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Creto Augusto Vidal

Researcher at Federal University of Ceará

Publications -  94
Citations -  950

Creto Augusto Vidal is an academic researcher from Federal University of Ceará. The author has contributed to research in topics: Autonomous agent & Reinforcement learning. The author has an hindex of 10, co-authored 91 publications receiving 852 citations. Previous affiliations of Creto Augusto Vidal include University of Illinois at Urbana–Champaign.

Papers
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Tangent operators and design sensitivity formulations for transient non-linear coupled problems with applications to elastoplasticity

TL;DR: Tangent operators and design sensitivities for transient non-linear coupled problems were derived in this article for finite element implementations with history dependent response and rate-independent elastoplasticity.
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Design sensitivity analysis for rate-independent elastoplasticity

TL;DR: In this article, an incremental, direct differentiation method for design sensitivity analysis of structures with rate-independent elastoplastic behavior is presented, which can be evaluated with only a modest increase in computational expense beyond the cost of simulation.
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The consistent tangent operator for design sensitivity analysis of history-dependent response

TL;DR: In this paper, a new incremental direct differentiation method for design sensitivity analysis of structures with history-dependent material response is presented, which uses the domain parameterization approach to represent design shape variations, and the consistent tangent operator to ensure that the sensitivity estimate is consistent with the underlying simulation model.
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Gradient-based steering for vision-based crowd simulation algorithms

TL;DR: The definition of a general purpose control scheme for steering synthetic vision‐based agents and the proposition of cost functions for evaluating the perceived danger of the current situation are introduced.
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Analysis and optimization of weakly coupled thermoelastoplastic systems with applications to weldment design

TL;DR: In this article, a systematic approach for the design of weakly coupled thermoelastoplastic systems is presented, where the Newton-Raphson iteration method is used in the solution process so that analytic design sensitivity formulations may be efficiently derived via the direct differentiation technique.