Procedure
First find fixed end moments of each member in given frame
Next using slope deflection equations find the moments
Finally using joint equilibrium equations find the equations considering thetaB and thetaC
By solving these equations we get the thetaB and thetaC values
#2) (35p.) Calculate the slopes "" and "c" in the frame shown in figure using “Slope-Deflection...
#2) (35p.) Calculate the slopes "s" and "c" in the frame shown in figure using "Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). (“A” is the fixed type of support and "C" is the pin). 20 kN/m 20 kN/m (1) B (1) m 30 KN (1) m 2m X 5m + X Good Luck...
#2) (35p.) Calculate the slopes "s" and "c" in the frame shown in figure using "Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). ("A" is the fixed type of support and “C” is the pin). 20 kN/m 20 kN/m B m 30 KN (1) * m 2m 5 * X
#2) (35p.) Calculate the slopes "s" and "c" in the frame shown in figure using “Slope-Deflection Equations". Do not solve the system. Do not draw any diagram. (E: Constant). ("A" is the fixed type of support and "C" is the pin). 20 kN/m kN/m 20 D (1) B (1) 2- 30 KN 2 2m 5m K X
#2) (35p.) Calculate the slopes “Os” and “c” in the frame shown in figure using “Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). (“A” is the fixed type of support and “C” is the pin). 20 kN/m 20 kN/m D (1) B (1) 2m 30 KN (1) Om X t 2m 5m X X X
#2) (35p.) Calculate the slopes "" and "c" in the frame shown in figure using "Slope-Deflection Equations". Do not solve the system. Do not draw any diagram. (E: Constant). ("A" is the fixed type of support and "C" is the pin). 20 kN/m 20 kN/m D B 30 KN 2 X X
#2) (35p.) Calculate the slopes "OB” and “Oc” in the frame shown in figure using “Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). (“A” is the fixed type of support and “C” is the pin). 20 kN/m 20 kN/m D (I) B (1) 2m 30 KN (I) מר | 2m 5m X X X
#2) (35p.) Calculate the slopes "OB” and “Oc” in the frame shown in figure using “Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). (“A” is the fixed type of support and “C” is the pin). 20 kN/m 20 kN/m D (I) B (1) 2m 30 KN (I) מר | 2m 5m X X X
#2) Calculate the slopes "Og" and "c" in the frame shown in figure using "Slope-Deflection Equations”. Do not solve the system. Do not draw any diagram. (E: Constant). (“A” is the fixed type of support and “C” is the pin) 20 kN/m 20 kN/m D B (1) 30 KN (1) 2m 5m X X
4. Calculate the moments at A, B, C and Din Figure 4 by using Slope Deflection Method, then draw the shear force and moment diagram for the frame. Assume A is pinned, D is a roller and C is fixed. El is constant. 80 KN 20 kN/m -15 m 12 m- 12 m Figure 4 (30 marks) (CLO3: PLO2: C4)
Analyze the frame shown in the figure using both Slope
Deflection and Moment Distribution Methods
Draw the V, and M diagrams
20 kN/m SEI BEI CEI 2E1 2E1 3 m JE - 3 m - - 3 m - - 3 m - - a) Analyze the frame shown in the figure using both Slope Deflection and Moment Distribution Methods b) Draw the V, and M diagrams.