CES 3102 Fall 2010 HW 6_solutions

# CES 3102 Fall 2010 - CES 3102 HW#6 assigned due Deformations part 2 — virtual work NAME Use virtual work with the truss system to ﬁnd the

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Unformatted text preview: CES 3102 HW #6 assigned 11/11/10 due 11/18/10 Deformations part 2) — virtual work NAME _ _ Use virtual work with the truss system to ﬁnd the vertical displacement at joint F, and the vertical displacement atjoint B. A = 0.5 in2 all members, E : 29000 ksi all members 1 500 lb [300 lb 600") Use virtual work to ﬁnd the deﬂection at C and the rotation at B. E = 29000 ksi, I = 53.8 in4 Consider only bending. Use virtual work to ﬁnd an expression for the horizontal deflection at A as a function of P, L, E, I, A. Consider both bending and axial effects. AF '1‘ Z [‘{Vlz/VV’L Ag” Haw: L] h /\.-/ I; '4'7Lf'2'3‘ (12., @:>(‘2.mw)(,m) R Rf/JL '70 iwcr/éj "5 0V0??? Java/M‘ka Film 79 [6: S" 10’ 3" J: : r3,9’ mx" 0 B c A FM’ﬂ 9“ A; LET3 con/vE/l-T_ ALL T0 PVCI/EI NOW ___________.——-—— 8K ./6 “A (——|X lzo 0V5 To ¢ 1:: WALL-j (“4%1) 21“”)0‘X 3490,0923 /"CA'£5‘ 1‘ :Ac] 0 T LE? 1 (L6 0 EI ' ...
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## This note was uploaded on 05/17/2011 for the course CES 3102 taught by Professor Gurley during the Fall '10 term at University of Florida.

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CES 3102 Fall 2010 - CES 3102 HW#6 assigned due Deformations part 2 — virtual work NAME Use virtual work with the truss system to ﬁnd the

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