3
NAME: 13/12/2013 FAll2013 MSE 221 MIDTERM ii 3 PROBlEMS 90 MINUTES 1) Determine the force in members HI, FI, and EF of the truss, and state if the members are İn tension or cornpression, K J i 4 kN .5kN 8kN 6kN J \0 t ~ 4' 2 t 5 tır T ı·g T 6'~ !O~$:/' JI;:; () ~~_:: )2~ f k Af J •• 'ZJfL: D ~ ~ tr-If .Pt "J. :5 T J L, J 9) L ::- O . .- 2 J /. kIJ L [D Ml,i? r-e .s.s, c (1 ) rf(r::--II' if'

NAME: 13/12/2013 FAll2013 MSE 221 MIDTERM 3 …anibal.gyte.edu.tr/hebe/AblDrive/68431132/w/Storage/101_2010_2_221...3) The assembly consist oftwo A-36 steel (E=200 GPa) rods and a

  • Upload
    buinhu

  • View
    215

  • Download
    2

Embed Size (px)

Citation preview

NAME: 13/12/2013

FAll2013 MSE 221 MIDTERM ii 3 PROBlEMS 90 MINUTES

1) Determine the force in members HI, FI, and EF of the truss, and state if the membersare İn tension or cornpression,

K J i

4 kN .5kN8kN 6kN

J \0 t~

4' 2 t 5 tır T ı·g T 6'~!O~$:/' JI;:; ()

~~_:: ) 2 ~ f k AfJ

••

'ZJfL: D~ ~

tr-If .Pt "J. :5 T J L, J 9) L ::-O ..- 2 J /. kIJ L [D Ml,i?r-e .s.s, c (1 )

rf(r::--II' if'

2) For the following problem, obtain the internal shear and(distance from point A) Use th 1 moment as a function of x_ . ese resu ts to plot the shear and moment diagrams.

-. - .- -

B

3,m >1

Gy;(), ST g;:i" 5 - f3;:lK; 4 z: U

f):J - 6- 3 ~ b.3fS ~O.- -- .-- - .-~ - .,.--

,r=!,ı 5f,-"""

i~ )(

Z r; ~O H::;- ii ';:O v;: Pj::- 'b.62 S LA;)

re! z:fJ7/L ;:·0 'Vf.X- rn~o rJ? :::<iS. 6'2.5 -f<.. ' k/u rV?

~-'- -~' ~- ~--~--~ ~~--,._-- --'-o.s i., x -< f C IJ -r, 1~ )L fj::;. u li

J- 6 ,.-v -::0 V = L 625 Lt<-!

Z: i1A -:=-0 6 -a 5 'i- V.,..x - f!7 ;: U n7:::. 3 -t 2, 62.::; 'x

-- - -l-<,.x<4 i .L .t.L.tJ~ı§1-

R')"-6 - ](x - ()- V::-- u v:; 5, 625 -- 3 -x6)«()~5+ 3Cx-t)){ [ ~;.{1-r i] + V"X ~ ,lı;: O ~

:- m:::-Id5x'L1- 5.6.3xT/"r;5

2-()1~O

2Fy::cJ-- ~.,.....~ ,..- .- --

0<-;«(9. '5

6.' 3751/J'

cı. 6 25 fIJ,

- --

Z(~~-UZ-fY'7A ~O

f---...

3) The assembly consist oftwo A-36 steel (E=200 GPa) rods and a rigid bar BD. Each rod hasa diameter of 20 mm. If a force of 50 kN is applied to the bar as shown, determİne the verticaldisplacement of the load (displacement atpoint E).

0.600

i1--0,375 !.tı o.m !ll

r

E D

]0.9 m

JF~5Jirv

([,301

, SOkN

5()o J 75 - D~"'6CiJ ~O

[3 - 5cJ1- Jr 25::; Oci

f!y s: :5t fSlıu

/3y::' rZÇ i-5 i/u

I~L~.=--f}E

, J.i f)q ?-::;;<; 109 a 6 - t 19 y:IOfrm s: (J./~ /I?/Y{ ,

b.ffB ::. - 6 i1 /1r1 ıo!JIDD LT ". LO ~ ~K

J/. 15r- LU] f) 0_ 9

«o 7( 1!()-6. ıco.(iP

••

r"- - - - -, - - ---;~, :0. ?S

(