1. For the beam loaded as shown, determine the displacement at C midway between the supports...
1. For the beam loaded as shown, determine the displacement at C midway between the supports by double-integration method. 3.KN/m 8KN 3.KN/m 10 m 2.5 m 1.0 m 2.5 m
A beam of the roof of a building is assumed to be loaded as in Figure below along with its support conditions at the end. Determine: (i)the reactions at the supports A and C (i) the deflection in the middle of the span by the double-integration method Wa Fixed end Fixed end
A beam of the roof of a building is assumed to be loaded as in Figure below along with its support conditions at the end. Determine: (i)the reactions...
Problem 8 (Integration) For the beam and loading shown, use the double-integration method to determine (a) the equation of the elastic curve for segment AB of the beam, (b) the deflection midway between the two supports, (c) the slope at A, and (d) the slope at B. Assume that El is constant for the beam. - X A * 12*
Determine the reactions at the supports of the beam which is
loaded as shown.
Assume w1 = 600 N/m, w2 =
220 N/m, a = 7.1 m, b = 1.8 m.
Determine the reactions at the supports of the beam which is loaded as shown. Assume w1 = 600 N/m, W2 = 220 N/m, a = 7.1m, b = 1.8 m. w w OB b b d Answers Ax - N Ay = N By = N
E= 200GPa I=700*106 mm4For the beam shown determine:1. Using the method of the three-moment equation, determine the reactions at eachone of the supports.2. Using the double integration method, determine the slope and deflection equations.that describe the behaviorthroughout the beam.3. Using the moment area method verify that the deflection values at C and theslope in B are similar to thoseobtained through the double integration method.4. Ask God for forgiveness for all your sins
Using force method , determine the reactions of the
supports for the beam shown in Figure ( 5 ) . Then draw shear and
bending moment diagrams for the beam El is constant Use conjugate
beam method to determine deflections ,
6 m 50 KN 200 kN. 9 m - 3 m Fig. (5) BEST WISHES
9. For the beam loaded and supported as shown in Figure (see Week 4), use the integration method to determine (a) The equation of the elastic curve using the xi and x2 coordinates (b) The slope at A. (c) The deflection at C Take E 200 GPa and1- 4 x 108 mm4 30 kN 20 kNm 4 m 2 m
9. For the beam loaded and supported as shown in Figure (see Week 4), use the integration method to determine...
For the I-Beam, assess the magnitude of the displacement at
location C?
0 mm
29.9 mm
44.9 mm
49.1 mm
76.4 mm
For the I-Beam, assess the
displacement at X = 7.3 m? (3 SIG FIGS, incl.
sign)
Beam deflection using singularity functions - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -...
The beam is loaded as shown in the diagram below. The beam is uniformly loaded at 3 kN/m for the length of 4 m from B. The beam also has two point loads, 4 KN at 2 m from A and 3 KN at 3 m from B. 2 KN 3 KN 3KN/m A 2 m 2 m 11 m 3 m Fig. Q2 Draw a shear force and bending moment diagram. Also determine the location of maximum bending moment...
3. A simply supported beam is loaded as shown. Determine the maximum deflection of the beam, and slope at A. Use any of the three methods: 1) double integration, 2) moment-area, or 3) conjugate beam 5k 5K (20) DJ E = 29x10° psi I = 600 in4 klokt kloft * loft &