Tafula ra Swihlanganisi
Xitlhokovetselo na 1. Xingheniso
1.1 Metamaterial leyi simekiweke eka Polyethylene ya vulawuri bya mpfumawulo
2 Ku ntshunxeka ka micromorphic modeling ya ti metamaterials ta sayizi leyi heleleke
2.1 Tetragonal Symmetry / Xivumbeko xa titensor ta elastic (hi notation ya Voigt) .
4 Swibumabumelo leswintshwa eka tipharamitha ta micromorphic leti ntshunxekeke
4.3 Ku tsemiwa ka micromorphic loku ntshunxekeke
5.1 Swikombiso leswi nga riki na swikombiso
6 Ku ringanisiwa ka tipharamitha ta micromorphic leti ntshunxekeke hi ku gombonyoka (hi Curl P) .
6.1 Swikombiso na 6.2 Ku ringanela
8 Nkatsakanyo wa mimbuyelo leyi kumiweke
9 Mahetelelo na mavonelo, Ku khensa na Swikombo
Tensor ya 4th order leyi tolovelekeke swinene leyi welaka eka ntlawa wa tetragonal symmetry
B Tikhoyifisiyense ta ti curve ta ku hangalaka handle ka Curl P
C Tikhoyifisiyense ta ti curve ta ku hangalaka na P
D Tikhoyifisiyense ta ti curve ta ku hangalaka na P◦
2 Ku ntshunxeka ka micromorphic modeling ya ti metamaterials ta sayizi leyi heleleke
eka modele wa xikhale wa Cauchy, na
eka modele wa micromorphic lowu ntshunxekeke, laha hi vekaka kona
Xiyimo xa ndzilakano wa Neumann eka modele wa Cauchy wa xikhale i
2.1 Tetragonal Symmetry / Xivumbeko xa titensor ta elastic (hi notation ya Voigt) .
Phepha leri ri kumeka eka arxiv ehansi ka layisense ya CC BY 4.0 DEED.
[7] Hi tsala “m” eka “micro” na “M” eka “macro” eka tipharamitha ta elastic leti fambelanaka ku pfuxeta swivulavulelo leswi landzelaka.
Vatsari: .
(1) Jendrik Voss, Nhlangano wa Makhanikhi ya Xivumbeko na Dynamics, Yunivhesiti ya Xithekiniki ya Dortmund na Mutsari la Twananaka ([email protected]);
(2) Gianluca Rizzi, Nhlangano wa Makhanikhi ya Swivumbeko na Dynamics, Yunivhesiti ya Xithekiniki ya Dortmund;
(3) Patrizio Neff, Mutshamaxitulu wa Nxopaxopo wa Nonlinear na Modeling, Xiyenge xa Tinhlayo, Yunivhesiti ya Duisburg-Essen;
(4) Angela Madeo, Nhlangano wa Makhanikhi ya Swivumbeko na Dynamics, Yunivhesiti ya Xithekiniki ya Dortmund.
