

The fixed end bar ABCD is constructed of two different metals as shown in the figure....
= 2.4-8 The fixed-end bar ABCD consists of three prismatic segments, as shown in the figure. The end segments have cross-sectional area A = 840 mm? and length L = 200 mm. The middle segment has cross-sectional area A2 = 1260 mm- and length L2 = 250 mm. Loads Pp and Pc are equal to 25.5 kN and 17.0 kN, respectively. (a) Determine the reactions R, and R, at the fixed supports (b) Determine the compressive axial force Fbc in...
Question #1: A two-section bar is shown in following figure.
Left end is fixed. The deflection at the right end is 0.02 mm. The
information for this bar is:
E=210000 N/mm^2
L_1=100mm
L_2=50mm
EA_1/L_1=3000 N/mm
EA_2/L_2=1000 N/mm
Divide the bar into two1D elements with total 3 nodes. Use the FEM method to calculate strain,
stress and reaction forces.
u-0.02 A2,E.L2
A two-section bar is shown in following figure. Left end is
fixed. The deflection at the right end is 0.02 mm. The information
for this bar is:
Divide the bar into two1D elements with total 3 nodes. Use the
FEM method to calculate strain, stress and reaction forces. Follow
the discussions in the lecture 2 and lab 3 and show the process in
details.
The pin-connected structure shown in Fig. 5 consists of a rigid bar ABCD and two 1,500-mm-long bars. Bar (1) is steel [E=200 GPa] with a cross-sectional area of A1 = 510 mm2. Bar (2) is an aluminium alloy [E-70 GPa] with a cross-sectional area of A2 1,300 mm2. All bars are unstressed before the load P is applied. If a concentrated load of P 200 kN acts on the structure at D determine: (a) the normal stresses in both bars...
3- (SKMMIH3/SME2113) from plastic having modulus of elasticity, E-4.0GPa a) Bar ABCD shown in Figure Q3a is made The bar consists of three segments, AB, BC, and CD. Segment AB is hollow and segments BC and CD are solids If the shortening (contraction) of bar ABCD is limited to 4.0 mm, determine the maximum allowable force P to be applied at C. (8 marks) 90 mm ΟΙ 00 mm 1080 min PL 500 mm 250 mm 250 mm Figure Q3a...
Q.3)Two forces P and Qx are applied at point C of a steel bar as shown in figure below. The strains measured by three strain gauges attached on the outer surface at point A are: ει--120μ. ε,-+480μ. and E3 = +400μ Determine the magnitudes of forces P and Qx. For Steel, assume E 29 x 106 psi and v 0.3 1.5" 24" 40 5"
Q.3)Two forces P and Qx are applied at point C of a steel bar as shown...
no need for ms solids
3 Statically indeterminate end-to-end bars. Given: The two-bar structure is fixed at both ends and a 0.01 in. gap exists between the two bars, as shown in Figure 3. Bar l is made of Aluminum 2014-T6, the elastic modulus isEal umum. 6 ksi, the linear coefficient of thermal expansions is αalun in 12.8(10 6) F, and cross-section area of Bar l is Al-05 in. Bars 2 is made of Steel-A36 Structural with Estss 29000 ksi,...
At a given instant the top end A of the bar has the velocity and acceleration shown in the figure. At the instant shown, determine: The velocity of point B. vB_______ cm/s (A. -5.00 B. 7.00 C. 8.66 D. 5.00 E. None) The angular velocity of the bar, OAB_______ rad/s (A.-1.0 B. 1.0 C.5.0 D.3.2 E. None) The acceleration of point B. aB_______ cm/s2 (A. -7.88 B. 7.88 C.-8.66 D8.66 E. None) The angular acceleration of the bar, αAB=_______ rad/s2 (A. 0.33 B. 3.30...
Consider the bar shown below which is made of two different materials with different cross sectional areas. An axial force P 200x103 N is applied at the intersection point. Both ends of the bar are fixed 300 mm> 400 mm Aluminum A 2400 mm2 E 70 x 10 N/2 E2-200 x 109 N/m2 Steel A,-600 mm2 1. 2. 3. Find the axial displacements at X, -140 mm and X2 -440 mm Find the stress at X' = 140 mm and...
(30 pts) The bar ACB having two different cross-sectional areas Ai and Az js held between rigid supports at A and B-See figure. A load P acts at point C. which is distance b, from end A and b2 from end B. Modulus of elasticity (E) is the same for both sections Az A: 8 b: b2 a) Obtain formulas for the reactions Ra and Re at supports A and B due to load P b) Obtain a formula for...