Problem: F6-13 (R.C.Hibbeler.) Fundamental Problems Draw the Shear and Moment diagram for the simply supported beam. Solution: As per the static equilibrium, ∑MA = 0, RB*12 = 600*9 + 200*6*3, hence RB = 750.0 lbs, Also ∑Fy = 0, hence RA +RB = 200*6 + 600 Check: Book Solution Manual of Mechanics of Materials by […]
Problem: F6-11 (R.C.Hibbeler.) Draw the Shear and Moment diagram for the double overhang beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials by R C Hibbeler – Book Solutions MB = -4.0*1.5*0.75 = -4.5 kN-mSimilarly, Shear Force VB = Vertical sum of all loads on the
Problem: F6-9 (R. C. Hibbeler) Draw the shear and moment diagrams for the Double Overhang Beam. Solution: a = 1.5m, b = 1.5m , L = 6 MA = 6 kN-m, MB = 18 kN-m, VA(left) = 0, VB(right) = 0 Using the static equilibrium conditions, algebraic sum of moments are equated at A. RB
Problem: F6-8 (Bending, Mechanics of Materials by R C Hibbeler) – Draw the shear and moment diagrams for the Cantilver beam. Solution: As per the static equilibrium of the cantilever, ∑Fy = 0, hence RB = 6 kN, ∑M = 0, hence MB = -6*3 – 12 = -30 kN-m Shear at x<1.5m , Vx
Problem: F6-7 (Mechanics of Materials by R C Hibbeler. ) Draw the shear and moment diagrams for the simply supported beam. Solution: Using the static equilibrium conditions, algebraic sum of moments at the left end is equated to zero. ∑M=0, hence RB*6 = 24, or RB = 4 kN, also, ∑Fy = 0, hence RA
Problem: F6-6 (R.C. Hibbeler.) Express the shear and moment functions in terms of x, and then draw the shear and moment diagrams for the simply supported beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials by R C Hibbeler – Book Solutions As per the static
Problem: F6-5 (R.C. Hibbeler.) Express the shear and moment functions in terms of x, and then draw the shear and moment diagrams for the simply supported beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials by R C Hibbeler – Book Solutions As per the Static
Problem: F6-3 (R.C. Hibbeler.) Express the shear and moment functions in terms of x, and then draw the shear and moment diagrams for the cantilever beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials by R C Hibbeler – Book Solutions Shear and moment equations are
Problem: F6-2. (R.C.Hibbeler.) Express the shear and moment functions in terms of x, and then draw the shear and moment diagrams for the cantilever beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials by R C Hibbeler – Book Solutions Shear Force at x, Vx =
Problem F6-4. Express the shear and moment functions in terms of x, where 0 < x < 1.5 m and 1.5 m < x < 3m, and then draw the shear and moment diagrams for the cantilever beam. Solution: Check the other problems’ solutions for the same book here: Solved Problems of Mechanics of Materials
