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BEGIN:VEVENT
DTSTAMP:20260907T094916Z
DTSTART;VALUE=DATE-TIME:20190610T130000
DTEND;VALUE=DATE-TIME:20190610T140000
SUMMARY:Sondipon Adhikari (Swansea)
TZID:Europe/London
UID:20190610-8a1785d76a11d297016a511102dd21ea@warwick.ac.uk
CREATED:20190517T105923Z
DESCRIPTION:Mechanics of geometrically disordered cellular materials Meta
 materials based on hexagonal periodic cells (honeycombs) have gained con
 siderable attention in recent years. This can be an advanced material du
 e to its capability of meeting high performance requirements in various 
 critically desirable application-specific parameters. These structural a
 ssemblies not only make an efficient use of material but are also charac
 terized by interesting dynamic and wave propagation properties. A semi-a
 nalytical formulation has been developed for wave propagation in irregul
 ar honeycombs. Spatial structural irregularity of hexagonal lattices has
  been considered. There are few scientific literatures available concern
 ing analysis of wave propagation in regular honeycombs. However\, due to
  inevitable uncertainties associated with manufacturing and service cond
 itions\, honeycomb lattices may not be always perfectly regular. The eff
 ect of spatially random structural irregularity in wave velocities of su
 ch irregular honeycombs will be discussed. Dynamic homogenisation of the
  metamaterials leads to some unusual properties such as negative elastic
  modulus at certain frequencies. New derivations are proposed to quantif
 y and demystify such observations.
LOCATION:PS0.17 Physical Sciences
CATEGORIES:
LAST-MODIFIED:20190517T105923Z
ORGANIZER;CN=Peter Brommer:
END:VEVENT
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