Jorge, André, João Guerreiro, Pedro Pereira, João Martins, and Luís Gomes. "
Energy Consumption Monitoring System for Large Complexes."
Doctoral Conference on Computing, Electrical and Industrial Systems, DoCEIS 2010. Eds. Luis Camarinha-Matos, Pedro Pereira, and Luis Ribeiro. Vol. 314. IFIP Advances in Information and Communication Technology, 314. Costa de Caparica - Portugal: Springer Boston, 2010. 419-426.
AbstractThis paper describes the development of an open source system for monitoring and data acquisition of several energy analyzers. The developed system is based on a computer with Internet/Intranet connection by means of RS485 using Modbus RTU as communication protocol. The monitoring/metering system was developed for large building complexes and was validated in the Faculdade de Ciências e Tecnologia University campus. The system considers two distinct applications. The first one allows the user to verify, in real time, the energy consumption of any department in the complex, produce load diagrams, tables and print, email or save all available data. The second application keeps records of active/reactive energy consumption in order to verify the existence of some anomalous situation, and also monthly charge energy consumption to each corresponding department.
Pereira, Pedro, M. Fino, Fernando Coito, and Mário Ventim-Neves. "
GADISI – Genetic Algorithms Applied to the Automatic Design of Integrated Spiral Inductors."
Doctoral Conference on Computing, Electrical and Industrial Systems, DoCEIS 2010. Eds. Luis Camarinha-Matos, Pedro Pereira, and Luis Ribeiro. Vol. 314. IFIP Advances in Information and Communication Technology, 314. Costa de Caparica - Portugal: Springer Boston, 2010. 515-522.
AbstractThis work introduces a tool for the optimization of CMOS integrated spiral inductors. The main objective of this tool is to offer designers a first approach for the determination of the inductor layout parameters. The core of the tool is a Genetic Algorithm (GA) optimization procedure where technology constraints on the inductor layout parameters are considered. Further constraints regarding inductor design heuristics are also accounted for. Since the layout parameters are inherently discrete due to technology and topology constraints, discrete variable optimization techniques are used. The Matlab GA toolbox is used and the modifications on the GA functions, yielding technology feasible solutions is presented. For the sake of efficiency and simplicity the pi-model is used for characterizing the inductor. The validity of the design results obtained with the tool, is checked against circuit simulation with ASITIC.
F. Heidenreich, P. Sanchez, J. Santos, S. Zschaler, M. Alferez, J. Araújo, L. Fuentes, U. Kulesza, A. Moreira, and A. Rashid. "
Relating Feature Models to Other Models of a Software Product Line - A Comparative Study of FeatureMapper and VML*."
Transactions on Aspect-Oriented Software Development VII, Special Issue on A Common Case Study for Aspect-Oriented Modeling. LNCS 6210 (2010): 69-114.
Abstract
Varandas, J. N., P. Hölscher, and M. A. G. Silva. "
A Settlement Model for Ballast at Transition Zones."
Proceedings of the Tenth International Conference on Engineering Computational Technology. Eds. B. H. V. Topping, J. M. Adam, F. J. Pallarés, R. Bru, and M. L. Romero. Valencia, Spain: Civil-Comp Press, 2010.
Abstract
Karlovich, Alexei Yu. "
Singular integral operators on variable Lebesgue spaces over arbitrary Carleson curves."
Topics in Operator Theory: Operators, Matrices and Analytic Functions, Vol. 1. Operator Theory: Advances and Applications, 202. Eds. JA Ball, V. Bolotnikov, JW Helton, L. Rodman, and IM Spitkovsky. Basel: Birkhäuser, 2010. 321-336.
AbstractIn 1968, Israel Gohberg and Naum Krupnik discovered that local spectra of singular integral operators with piecewise continuous coefficients on Lebesgue spaces \(L^p(\Gamma)\) over Lyapunov curves have the shape of circular arcs. About 25 years later, Albrecht Böttcher and Yuri Karlovich realized that these circular arcs metamorphose to so-called logarithmic leaves with a median separating point when Lyapunov curves metamorphose to arbitrary Carleson curves. We show that this result remains valid in a more general setting of variable Lebesgue spaces \(L^{p(\cdot)}(\Gamma)\) where \(p:\Gamma\to(1,\infty)\) satisfies the Dini-Lipschitz condition. One of the main ingredients of the proof is a new condition for the boundedness of the Cauchy singular integral operator on variable Lebesgue spaces with weights related to oscillations of Carleson curves.