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Stap je osnovnilelement linijske kons-f@iia je duZina znatno veia od druge dvije
f +q- t)l A -7'cx/e I ? t' i ' : czJ 4 t 7
dimenzije. DuZina Stapa je predstavljena duZinom njegove ose, dok je sa druge dvije dimenz'tjedefiniran popredni presjek StaPa.prema obliku ose Stapa razlikujemo prave i krive Stapove, a prema obliku poprednog presjekaStapa razlikujemo Stapove konstantnog i promjenjivog poprednog presjeka.
Razmatramo linearnu teoriju Stapa kod koje su veze izmedu pomjeranja, deformacija i silalinearne.Jednadine linearne teorije Stapa su izvedene zahvaljujuii sljededim pretpostavkama:
1, pretpostavka o malim pomjeranjima ili pretpostavka o statidkoj linearnosti,2. Pretpostavka o malim deformacijama ili pretpostavka o geometrijskoj linearnosti,3. Hooke-ov (Hukov) zakon ili pretpostavka o fizidkoj linearnosti.
posmatrademo ravne deformacije 5tapa, odnosno deformacije ravnog Stapa u njegovoj ravni.
u,v -pomjeranja u pravcu globalnog koordinatnog sistema
4,rl- pomjeranja u pravcu lokalnog koordinatnog sistema
Sa slike je :
u = €cosd -rTsinay=fsind+rycosa
ili napisano u matridnoj formi
l r l [cosa -s inal lE]1 f =l l '1 l t[yJ Lsrn d cos a ) lry )
odnosno
[El I cos a
\ry|= L- "in "
sinaf lu l
"o"'J {nj
Teorija konstrukcija II - Deformac'rje Stapa