1. (40 pts.) HingeHinge 6 m 6 m 6 m 6 m Consider the given continuous beam above and a) Use Müller Breslau Principle and draw the influence lines of the vertical support reaction at C, shear force...
2. (30 pts.) 5 m 6 panels at 3 m = 18 m Consider the given truss above and assuming loads acts on the bridge deck along the bottom cord write equations with respect to x and a) Draw the influence line for the force in member CI and IJ by writing necessary equations. (20 pts.) the maximum tension force in member J considering the following uniform dead load wDL-2 kN/m uniform live load wLL-8 kN/m and concentrated live load...
1) Draw the influence lines for the reaction force at A, the shear force at C and the moment at C. Show all the values. faA 2m 2 m 2 m 2) The Beam of problem #1 is subjected to uniform dead load 0.8 kN/m and uniform live load of 2 kN/m and a single live concentrated force of 20 kN. Determine (a) the maximum reaction force at A, (b) the maximum positive shear at point C, and (c) the...
draw the influence line , use muller breslau principle CALCULATION KEY ORDINATES OF THE influence diagrams drawn. Q1) Draw the influence line for reaction at A. Q2)Draw the influence line for shear D. Q3)Draw the influence line for moment at D. Q4)Draw the influence line for moment at C. Q)5The live load is 100kN/m. Calculate the maximum positive and moment that could be generated at point D to the uniform live load B Hinge 2 m 2 m...
draw the influence line , use muller breslau principle CALCULATION KEY ORDINATES OF THE influence diagrams drawn. Q1) Draw the influence line for reaction at A. Q2)Draw the influence line for shear D. Q3)Draw the influence line for moment at D. Q4)Draw the influence line for moment at C. Q)5The live load is 100kN/m. Calculate the maximum positive and moment that could be generated at point D to the uniform live load B Hinge 2 m 2 m...
a influence line question , use muller breslau principle CALCULATION KEY ORDINATES OF THE influence diagrams drawn. Q1) Draw the influence line for reaction at A. Q2)Draw the influence line for shear D. Q3)Draw the influence line for moment at D. Q4)Draw the influence line for moment at C. Q)5The live load is 100kN/m. Calculate the maximum positive and moment that could be generated at point D to the uniform live load B Hinge 2 m 2 m...
Question 2: A simply supported beam under loading as shown in Figure 1: 1. Draw the influence lines of the bending moment and shear force at point C (L/4) Using the influence lines to determine the bending moment and shear force at section C due to the loading as shown in the figure. 2. 3. There is a distributed live load (w#2.5kN/m) which can vary the location along the beam. Determine the location of the live loads which create the...
this is a stuctural analysis assignment question, abbout influence line , use muller breslau principle. CALCULATION KEY ORDINATES OF THE influence diagrams drawn. Q1) Draw the influence line for reaction at A. Q2)Draw the influence line for shear D. Q3)Draw the influence line for moment at D. Q4)Draw the influence line for moment at C. Q)5The live load is 100kN/m. Calculate the maximum positive and moment that could be generated at point D to the uniform live load....
(Influence Line Use) Problem 2. The INFLUENCE LINES ARE GIVEN for the beam below. DRAW THE PLACEMENT OF THE LOADS AND CALCULATE THE VALUES FOR THE MAXIMUM NEGATIVE SHEAR at "B", and MAXIMUM POSITIVE MOMENT at "B" due to a concentrated point load of 1400 lb, uniform live load of 800 lb/ft, and a uniform dead load of 600 lb/ft. (12 points) B с 10 ft 6 ft 2A 2 ft Vs ww 2.25 IL RA -0.25 1.25 0.25 IL...
(Influence Line Use) Problem 2. The INFLUENCE LINES ARE GIVEN for the beam below. DRAW THE PLACEMENT OF THE LOADS AND CALCULATE THE VALUES FOR THE MAXIMUM NEGATIVE SHEAR at "B", and MAXIMUM POSITIVE MOMENT at "B" due to a concentrated point load of 1400 lb, uniform live load of 800 lb/ft, and a uniform dead load of 600 lb/ft. (12 points) B с 10 ft 6 A 2A 2 ft Vs. 2.25 IL RA -0.25 1.25 0.25 IL VB...
12 18 - 3.0 -3.0 The moment influence line for a beam is shown above. The beam is designed to support a uniform dead load of 6 kN/m, a live load of 20 kN/m, and a concentrated live load of 40 KN The maximum negative moment is most nearly: