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Sliding-mode indirect control of the quadratic boost converter operating in continuous conduction mode or discontinuous conduction mode
(2012 IEEE 4th Colombian Workshop on Circuits and Systems (CWCAS), 2020)
Application of a combined continuous-discontinuous Galerkin finite element method for the solution of the Girkmann problem
(Pergamon-elsevier Science LtdOxfordInglaterra, 2013)
A combined continuous-discontinuous finite element method for convection-diffusion problems
(Latin Amer J Solids StructuresSao PauloBrasil, 2007)
IDA-PBC controller of a DC-DC boost converter for continuous and discontinuous conduction mode
(Institute of Electrical and Electronics Engineers, 2018-01)
A passivity based non-linear control strategy to regulate the output voltage of a boost converter is proposed in this paper. The controller can work in both, continuous and discontinuous conduction mode. A modification in ...
Detection and Classification of Weld Discontinuities in Radiographic Images (Part III: Unsupervised Learning - Phenomenological Analysis)
(AMER SOC NONDESTRUCTIVE TEST, 2008)
This is the third and final installment of a three-part article on detection and classification of discontinuities appearing in radiographic images of welds. The present installment is the continuation of the section on ...
On the Analysis of Heterogeneous Fluids with Jumps in the Viscosity using a Discontinuous Pressure Field
(Springer, 2010-12)
Heterogeneous incompressible fluid flows withjumps in the viscous properties are solved with the particlefinite element method using continuous and discontinuouspressure fields. We show the importance of using discontin-uous ...
The state of the art of weld seam radiographic testing: part 1, image processing
(AMER SOC NONDESTRUCTIVE TEST, 2007)
Over the past 30 years, a large amount of research has been conducted to develop an automatic (or semiautomatic) system for the radiographic detection and classification of discontinuities in continuous welds. There are ...
Limit Cycles for a Class of Continuous and Discontinuous Cubic Polynomial Differential Systems
(Springer, 2014-04-01)
We study the maximum number of limit cycles that bifurcate from the periodic solutions of the family of isochronous cubic polynomial centers(x) over dot = y(-1 + 2 alpha x + 2 beta x(2)), (y) over dot = x + alpha(y(2) - ...
Solution of thermal problems with enrichmnet techniques
(CIMAT, 2016)