Ithebula Lezixhumanisi
1.1 I-metamaterial esekwe ku-Polyethylene yokulawula i-acoustic
2 Imodeli ye-micromorphic ekhululekile yama-metamatadium anosayizi olinganiselwe
2.1 I-Tetragonal Symmetry / Umumo wama-elastic tensor (nge-Voigt notation)
4 Ukucatshangelwa okusha kumapharamitha we-micromorphic akhululekile
4.3 Izinqamuleli ze-micromorphic ezikhululekile
6 Ukufakwa kwemingcele ekhululekile ye-micromorphic ene-curvature (nge-Curl P)
6.1 Asymptotes kanye 6.2 Ukulinganisa
8 Isifinyezo semiphumela etholiwe
9 Isiphetho kanye nemibono, Ukubongwa, kanye Nezinkomba
I-tensor ye-oda yesi-4 ejwayelekile kakhulu eyingxenye yekilasi le-tetragonal symmetry
B Ama-Coefficients wamajika wokusabalalisa ngaphandle kwe-Curl P
Ama-Coefficients wamajika wokusabalalisa ano-P
D Ama-coefficients amajika okuhlakazeka ane-P◦
2 Imodeli ye-micromorphic ekhululekile yama-metamatadium anosayizi olinganiselwe
yemodeli ye-Cauchy yakudala, kanye
kumodeli ye-micromorphic ekhululekile, lapho sibeka khona
Isimo somngcele we-Neumann wemodeli ye-Cauchy yakudala
2.1 I-Tetragonal Symmetry / Umumo wama-elastic tensor (nge-Voigt notation)
Leli phepha litholakala ku-arxiv ngaphansi kwelayisensi ye-CC BY 4.0 DEED.
[7] Sibhala u-“m” othi “micro” kanye no-“M” we-“macro” kumapharamitha okunwebeka ahambisanayo ukuze afinyeze izinkulumo ezilandelayo.
Ababhali:
(1) Jendrik Voss, Isikhungo Semishini Yesakhiwo kanye Nezokusebenza, i-Technical University Dortmund kanye Nombhali Ovumelana naye ([email protected]);
(2) U-Gianluca Rizzi, iSikhungo Semishini Yesakhiwo kanye Nezokusebenza, i-Technical University Dortmund;
(3) U-Patrizio Neff, uSihlalo Wokuhlaziya Nokumodela Okungaqondile, i-Faculty of Mathematics, iNyuvesi yaseDuisburg-Essen;
(4) u-Angela Madeo, iSikhungo Semishini Yesakhiwo kanye Nezamandla, i-Technical University Dortmund.
