Pierre-Sandre Farrugia

Prof. Pierre-Sandre Farrugia

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Research Focus & Metrics

Academic Career Length

22Years (2005-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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25 February 2008 in Physica Status Solidi (b)
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Journal Article
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Joseph N. GrimaJoseph N. Grima
Joseph N. Grima
RGRuben Gatt
Ruben Gatt
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia

25 February 2008 in Physica Status Solidi (b)
Verified
Journal Article
Closed access
PDF file
Joseph N. GrimaJoseph N. Grima
Joseph N. Grima
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia
RGRuben Gatt
Ruben Gatt
DADaphne Attard
Daphne Attard

10 September 2013 in Physica Status Solidi (b)
Verified
Journal Article
Closed access
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RGRuben Gatt
Ruben Gatt
DADaphne Attard
Daphne Attard
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia
KAKeith M. Azzopardi
Keith M. Azzopardi
LMLuke Mizzi
Luke Mizzi
Joseph N. GrimaJoseph N. Grima
Joseph N. Grima

28 March 2007 in Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
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Journal Article
Closed access
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Joseph N. GrimaJoseph N. Grima
Joseph N. Grima
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia
RGRuben Gatt
Ruben Gatt
VZVictor Zammit
Victor Zammit
We analyse the anisotropic thermal expansion properties of a two-dimensional structurally rigid construct made from rods of different materials connected together through hinges to form triangular units. In particular, we show that this system may be made to exhibit negative thermal expansion coefficients along certain directions or thermal expansion coefficients that are even more positive than any of the component materials. The end product is a multifunctional system with tunable thermal properties that can be tailor-made for particular practical applications.

1 September 2008 in Journal of Materials Science
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Journal Article
Closed access
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Joseph N. GrimaJoseph N. Grima
Joseph N. Grima
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia
CCChristian Caruana
Christian Caruana
RGRuben Gatt
Ruben Gatt
DADaphne Attard
Daphne Attard

4 September 2018 in Smart Materials and Structures
Verified
Journal Article
Closed access
PDF file
LMLuke Mizzi
Luke Mizzi
DADaphne Attard
Daphne Attard
RGRuben Gatt
Ruben Gatt
Pierre-Sandre FarrugiaPierre-Sandre Farrugia
Pierre-Sandre Farrugia
Joseph N. GrimaJoseph N. Grima
Joseph N. Grima
The highly symmetric hexachiral honeycomb with an isotropic Poisson’s ratio of −1 is one of the earliest and most well-known examples of auxetic mechanical metamaterials and has been proposed for numerous applications ranging from satellite antennas to stents. In this work, we propose a novel, less symmetric generic form of the hexachiral honeycomb that is made up of three sets of unequally sized ligaments rather than six identical ones and has the potential to exhibit a wide range of negative Poisson’s ratios. Using finite element analysis, we investigated the deformation behaviour of these generic hexachiral systems and derived an analytical model which may be used to predict the Poisson’s ratio of these systems. The results obtained indicate that the hexachiral topology is extremely versatile with respect to its potential to exhibit diverse mechanical properties and it is hoped that this added tunability will enhance the functionality and applicability of this class of auxetic mechanical metamaterials.