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M O D Eli Ng Th E Ti P-S a Mp E I Nt E Ra Cti O N I N a to M Ic Fo M Ic R O S C O Py

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M O D Eli Ng Th E Ti P-S a Mp E I Nt E Ra Cti O N I N a to M Ic Fo M Ic R O S C O Py N a .. n o s .. c a l e .. S .. y .. s t e .. m .. s .. M .. M .. T .. A bullet .. I SSN : .. 2299 hyphen 3290 n centerlineR e s e a r cf hN A a rn tquad ic le bulletn o .. s Dn Oquad I : 1c 0 period a l e 2n 4quad 7 8 slashS n nquad .. s my mn tquad hyphens 2 t 0 1e 3n hyphenquad m 0 0nquad 0 eight-bullets nquad N aM nn oquad .. M MM Tn Aquad bulletT Vnquad o l A Na nos cale S y ste m s M M T A • I SSN : 2299 - 3290 period$ n bullet 2 bullet$ 2 0nquad 1 3 bulletI SSN 1 2 4 : hyphennquad 1 42299 4 − 3290 g R e s e a r c h A r t ic le • DOI:10.2478/n smmt −2013 − 000eight − bullet N a n o M M T A • V o l :2 • 20 13 • 124 − 144 M .. o .. d .. e l i .. n g .. t h .. e .. t i .. p hyphen s .. a .. m p .. e .. i .. n t .. e .. r a .. c t i .. o .. n .. i .. n .. a .. t o .. m .. i c .. f o n centerlineMm .. ic or .. ofResearchArticle .. d s .. c eli .. o .. py .. ng w i t .. 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Th y a reco nside ed $ f o f sub g$ ec ttog n h f i l l $ n r u l e f3emgf0.4 pt g $ sponse t−hea nanasl−l owstodoabsoet n miee f−orc edte−rsponusesthrbound P ortodoRioAGr n−agred;ed of e-r n miconvou o n hypheniot o-h todt the power of eb e sub mogeneoon−o−hmogeneo to the power of f-o rc to the poweraryc of ed t e-r sponl−e us e st hr bound sub aryc to the power of o oS u ;Ru PortoRS to; the poweraS ofa do− Rior men A too the− t powerL ei e , of 4 5 Gr , 900 sub 5 0l-e - 1 n-a gre to the power of d comma to the power of ed RS comma to the power of oS sub Bra l to n begin f aBral l i gz n ∗g thed ipower t i on ofls u subTran z s to ie nthe s a power e ide n oft − commaifi ed Rur − aSf a-ro m men in ial o-tv − La eil e ue comma sofper 4 5 comma 900 5 0 hyphen 1 n tagd i∗f t$ i on quency l sub s .. ^f Trane r a s l ie nf ssamp a e ideg n t-if o fi edf r-fe og m inr ialg^ v-af c l ueg sofperf an g i ^f in g f nt f era f a gg f l y gg^f load g f s g o nsidehline r e din^f r mcrobea g f i ^f c t−i o n g . S urfa e eff r f e g tsa r e c ^f so fsuppnent resp ort onse s d .. t sub a E ndc igenan aly a s is n f or ide−t t-e to l thepower e g f ofsan t sub r dboumn .. ngfrequ nda en y co n dt i−o g f e−v g^f n g s orand m ma t j r i ..f modo eshape de gg s sdont e hew .. ^ thtf ms heu se . o fg afuf n-di a ngm ..g Received$g 1 24 do .. J aSu n u a l r y 2 A 0 1 v ^f Brazi g f Ins t i t u t eo g^f fMathem g Bent a t i c f oGon g s f c c e d i l l a t g^f , g a l−v ^f U g^f nive g f e g^f rsda g f comma−s 950 g f 0 , 915 g^f deF g f 9 g^f ede nenttal resp second onse su s rfacetEigenanalys ma t r i subis f or hyphen de t − suber mn e orde ngfrequ sub ffect en to the power of x sub respons rma sar t r sub e i to the power of etha x sub n flue t charac differeraandg maf nal t− r f i o rt9 mod subg f eshape tizero nt ts sdonerz−zero aleq e w hef tht u, at heugg sub se^f o n fd to afu then o− powergd af mP of es Received n rtoA period 24g^ If ts JRioG o a b n se u ag ved rf y 2froml 0 e 1 g atu^f ra alfreque−r g f ncg− yr a to i e to the , powerg of s o lui on s o-f xrespons etha es aturalfrequencya Revised pri 20 1 nendtal f a l i g n ∗g ma t r i rma t r x tcharacdiffere nt terzaleq u @ n:Itsobseved s Acce 25ptedA adamsecond Accesurface to the power−e oforde Revisedffect 25 ptedsar Aei i revisenflue to the power of pn r ialfort 2 0 subti df or to thehe powern of 1 m 2 5 Ai oluionso p r l 2− 0fadam i revisedfor mnanosca 2 5 A p r l l e 2 .
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