Ox-Oy sin20 + Txycos20, Omaks.min = OytFormül;60 MPa2 5 için c = cz -(1-0,630b/a)M2(1zy.z– ly.y) + M,(1,.z – Izy.y)I4.ly – Izy²Ox + Gy, tan28p =2Tmaks=45 MPaCzab³G'тМy• O---=1It2tA100 MPa100MPAOx + Oy 0x - dy2rxycos20 + Tyysin20 , Jort =22Ty'y' = -22+ Ty45 MPa60 MPа+ TảyTmaks =Find the maximum shear stress for the stress condition given in the figure.129,24 MPa114,25 MPa80,00 MPa138,75 MPa49.24 MPa

Given Data The stress acting in x direction is: σx=100 MPa. The stress acting in y direction is:…

Format TL GyabGSkin -a-0630b/a) 60 MPa 45 MPa My 100 MPа 100MPA w-, cos20 + tysin20, oun =% * °%, tan20, - 45 MPa 60 MPa Tmats Find the maximum shear stress for the stress condition given in the figure. 129.24 MPa 114.25 MPa 80.00 MPa 138.75 MPa 49.24 MPa

Format TL GyabGSkin -a-0630b/a) 60 MPa 45 MPa My 100 MPа 100MPA w-, cos20 + tysin20, oun =% * °%, tan20, - 45 MPa 60 MPa Tmats Find the maximum shear stress for the stress condition given in the figure. 129.24 MPa 114.25 MPa 80.00 MPa 138.75 MPa 49.24 MPa

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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