Determine the reactions and draw the bending moment and shear force diagrams for the frames shown below. Use direct stiffness method and the structural nodes defined in the figures (represented by squares). E 29,000 ksi 3k 2k -10 ft -10 ft- 0.5 k/ft C IBc = 400 in* Fixed 15 ft LAB = 900 in Fixed no need for cross-sectional area. please use direct stiffness method.

Q: Problem 1 The horizontal rigid beam holds the distributed load indicated in the picture. Determine…

A: Area of each bar, Modulus of elasticity,

Q: 3 m Reactions @A Ic Ax = A₁ = MA = Internal Loads @C V = M= N = 3 m ts) s) 8 kN/m 3 m Force lagram…

A:

Q: X is L/2 For the frame shown above is constructed out of circular tubes for both the beam and…

A:

Q: Please solve the following probelm step by step with

A: Step 1: Step 2: Step 3: Step 4:

Q: number of significant digits; the tolerance is +_1 in the third significant digit

A: See image below for the explanation.

Q: The cantilever beam consists of a rectangular structural steel tube shape [E = 29,000 ksi; I = 1530…

A:

Q: A steel bar AD has a cross-secțional area of 260 mm? and is loaded by forçes P, = 12 kN. P,= 8 kN.…

A:

Q: The piece of plastic is originally rectangular. After the application of force, it deformed in the…

A: L = 500mm B = 800mm ∆Cx = a = 2mm∆Cy = b = 1.5mm∆Dx = c = 4mm∆Dy = b = 1.5mm

Q: The principal stresses are incorrect but the maximum shear stress is correct.  What are the two…

A: Compressive stress is the force that deforms the material in a way that reduces the volume of the…

Q: Consider the truss structure in the figure below. All diagonal members have axial stiffness EA,…

A:

Mechanics of Solids

It is the study of the behavior of solid materials, their characteristics under various circumstances such as variation in external forces, temperature, and other internal factors. It is one of most important study in the field of engineering science, especially chemistry and mechanical engineering. In rigid body, the idealization of the solid body in which deformation is neglected. Deformation is known as the force acting on the solid state system which exerts change in its shape of the body but it continues to be at rest or in a uniform motion but it cannot accelerate. But those solid systems do have elasticity, compressibility and can be bent. This field is very vast since there are wide range of materials around us.