Rebelo, Hugo Miguel Bento, Corneliu Cismasiu, Válter José Guia da Lúcio, Manuel Tomás Marques Souto do Gonçalves, Gabriel Jesus de Gomes, and José Pedro Fernandes Basto. "
Numerical Simulation of Blast Effects on Fibre Grout Strengthened RC Panels."
International Conference on Structural and Mechanical Engineering for Security and Prevention 2017. Prague, Czech Republic 2017.
Mendes, Jorge, Jácome Cunha, Francisco Duarte, Gregor Engels, João Saraiva, and Stefan Sauer. "
Systematic Spreadsheet Construction Processes."
IEEE Symposium on Visual Languages and Human-Centric Computing (VL/HCC). Raleigh, North Carolina, USA: IEEE, 2017.
Rebelo, Hugo Bento, Corneliu Cismaşiu, Válter J. G. Lúcio, Manuel T. M. S. Gonçalves, Gabriel J. Gomes, and José P. F. Basto. "
Numerical Simulation of Blast Effects on Fibre Grout Strengthened RC Panels."
Structural and Mechanical Engineering for Security and Prevention. Vol. 755. Key Engineering Materials, 755. Trans Tech Publications, 2017. 18-30.
AbstractThe present paper aims to examine the potential of the Applied Element Method (AEM) in simulating the blast effects in RC panels. The numerical estimates are compared with the results obtained in an experimental campaign designed to investigate the effectiveness of fibre grout for strengthening full scale RC panels by comparing the effects that a similar blast load produces in a reference and the strengthened panel. First, a numerical model of the reference specimen was created in the software Extreme Loading for Structures and calibrated to match the experimental results. With no further calibration, the fibre reinforced grout strengthening was added and the resulting numerical model subjected to the same blast load. The experimental blast effects on both reference and strengthened panels, despite the lack of high speed measurement equipment (pressure, strains and displacements sensors), compare well with the numerical estimates in terms of residual and maximum displacements, showing that, once calibrated, the AEM numerical models can be successfully used to simulate blast effects in RC panels.
Gonçalves, {José Teixeira}, {Cristina Inês} Camus, and {Stanimir Stoyanov} Valtchev. "
Solar thermoelectric system with biomass back-up."
Technological Innovation for Smart Systems - 8th IFIP WG 5.5/SOCOLNET Advanced Doctoral Conference on Computing, Electrical and Industrial Systems, DoCEIS 2017, Proceedings. IFIP Advances in Information and Communication Technology. Springer New York LLC, 2017. 358-369.
AbstractWith the objective of having a solar thermoelectric system, running for 24 h a day along the different seasons of the year it is necessary to dimension the adequate storage and back-up systems. The choice of the back-up source of energy depends on how sustainable the power plant should be. In this study, the choice was the use of biomass in order to have a 100{%} renewable power plant. The selected site was the Alentejo region (Portugal). The local Direct Normal Irradiation (DNI) data was used to simulate with the System Advisor Model program (SAM) considering a solar system with north field and molten salt storage. The system needs no back-up during three months in a year. The use of biomass pellets is a viable alternative because it makes the power plant 100{%} renewable and dispatchable without loss of energy due to over-dimension of the expensive solar field and molten storage system.
Cain, Alan J., and António Malheiro. "
Combinatorics of Cyclic Shifts in Plactic, Hypoplactic, Sylvester, and Related Monoids."
Combinatorics on Words: 11th International Conference, WORDS 2017, Montréal, QC, Canada, September 11-15, 2017, Proceedings. Eds. Srečko Brlek, Francesco Dolce, Christophe Reutenauer, and Élise Vandomme. Cham: Springer International Publishing, 2017. 190-202.
AbstractThe cyclic shift graph of a monoid is the graph whose vertices are elements of the monoid and whose edges link elements that differ by a cyclic shift. For certain monoids connected with combinatorics, such as the plactic monoid (the monoid of Young tableaux) and the sylvester monoid (the monoid of binary search trees), connected components consist of elements that have the same evaluation (that is, contain the same number of each generating symbol). This paper discusses new results on the diameters of connected components of the cyclic shift graphs of the finite-rank analogues of these monoids, showing that the maximum diameter of a connected component is dependent only on the rank. The proof techniques are explained in the case of the sylvester monoid.