SOLUTION OF: A pin-jointed truss supported by a pinned support at A and a roller support at G carries three loads at joints C, D and E as shown in the Figure. Determine the magnitude and sense (i.e. tension / compression) of the forces induced in members DE, IE AND IH as indicated?
Solution: Below is the solution of this Truss Analysis problem using Method of Sections:
SOLUTION OF: Determine the force in members GE, GC, and BC o the truss shown in Fig. 6-16a. Indicate whether the members are in tension or compression.
Solution: Below is the solution of this truss analysis problem using method of sections:
SOLUTION OF: Determine the force in each member of the truss shown in Fig. 6-10a and indicate whether the members are in tension or compression.
Solution: Below is the solution of this truss analysis problem using Method of Joints:
SOLUTION OF: Determine the force in each member of the truss shown in Fig. 6-8a and indicate whether the members are in tension or compression
Solution: Below is the solution of this Truss Analysis problem using method of Joints:
SOLUTON OF: Determine the horizontal and vertical components of reactions on the beam caused by the pin at B and the rocker at A as shown in Fig. 5-12a. Neglect the weight of the beam.
Solution: Below is the solution of this support reaction problem of simply supported bam carrying an inclined load:
Determine the reactions on the beam shown in the figure below. The beam is a 5m long cantilever, with fixed support at left side. The beam carries two point loads of 10kN and 20kN at a distance of 2m and 5m from left support respectively. The beam also carries an axial load of 15kN, towards right, at the free end.
Solution: Below is the solution of this cantilever beam with axial load problem:
SOLUTION OF: Determine the reactions on the beam shown in the figure below. The simply supported beam carries a point load at 2m from left pin support. The total length of the beam is 8m and it also carries an axial load of 50kN towards right.
Solution: Below is the solution of this support reactions in simply supported beam carrying an axial load problem:
SOLUTION OF: Determine the reactions on the beam shown in the figure below. The beam is a simply supported beam with 20kN load at mid point. Total length of beam is 4m.
Below is the solution of finding support reaction in simply supported beam with point load at middle:
Determine the stretch in each spring for equilibrium of the 2-kg block. The springs are shown in the equilibrium position.
Solution: Below is the solution file of this spring analysis problem in Statics and Mechanics. You may download the solution file.
SOLUTION OF: Determine the required length of cord AC in fig. 3-8a so that the 8-kg lamp can be suspended in the position shown. The unstretched length of spring AB is l’AR = 0.4 m, and the spring has a stiffness of kAB = 300 N/m.
Solution: Below is the solution file of this Cord and cable analysis problem in Statics. You may download the solution: