MECHANICS RESEARCH COMMUNICATIONS - Journal - MOST Wiedzy

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MECHANICS RESEARCH COMMUNICATIONS

ISSN:

0093-6413

Disciplines
(Field of Science):

  • Biomedical engineering (Engineering and Technology)
  • Civil engineering and transport (Engineering and Technology)
  • Materials engineering (Engineering and Technology)
  • Mechanical engineering (Engineering and Technology)
  • Chemical sciences (Natural sciences)

Ministry points: Help

Ministry points
2020 70 MNiSW 2019
Ministry points
Year Points List
2020 70 MNiSW 2019
2019 70 MNiSW 2019
2018 30 A
2017 30 A
2016 25 A
2015 30 A
2014 30 A
2013 25 A
2012 25 A
2011 25 A
2010 27 A
2009 27 A
2008 27 A

Model:

Hybrid

Impact Factor:

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Publishing policy:

Pre-print
author's version of the article before the review
Post-print
author's version of the article after the review

Status table SHERPA RoMEO

Status table SHERPA RoMEO
RoMEO color Archiving policy
Green can archive pre-prints and post-prints or a version of the publisher
Blue can archive post-prints
Yellow can archive pre-prints
White can not archive any materials
Gray unknown

Filters

total: 5

  • Category
  • Year

Catalog Journals

2020
  • Enriched buckling for beam-lattice metamaterials
    Publication

    We discuss two examples of beam-lattice metamaterials which show attractive mechanical properties concerning their enriched buckling. The first one considers pantographic beams and the nonlinear solution is traced out numerically on the base of a Hencky’s model and an algorithm based on Riks’ arc-length scheme. The second one concerns a beam-lattice with sliders and the nonlinear solution is discussed in analytic way and, finally,...

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2018
  • Acceleration waves in the nonlinear micromorphic continuum
    Publication

    - MECHANICS RESEARCH COMMUNICATIONS - 2018

    Within the framework of the nonlinear elastic theory of micromorphic continua we derive the conditions for propagation of acceleration waves. An acceleration wave, also called a wave of weak discontinuity of order two, can be treated as a propagating nonmaterial surface across which the second derivatives of the placement vector and micro-distortion tensor may undergo jump discontinuities. Here we obtain the acoustic tensor for...

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  • On the material symmetry group for micromorphic media with applications to granular materials

    Within the framework of the theory of nonlinear elastic micromorphic continua we introduce the new definition of the local material symmetry group. The group consists of ordered triples of second- and third-order tensors describing such changes of a reference placement that cannot be recognized with any experiment. Using the definition we characterize the micromorphic isotropic media, micromorphic fluids, solids and special intermediate...

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2013
2007

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