Given Position of center of gravity of Rectanglar portion = 17in Position of center of gravity

Feb 3rd, 2012
Studypool Tutor
Price: \$25 USD

Tutor description

Given Position of center of gravity of Rectanglar portion = 17in Position of center of gravity of Rectanglar portion = 18in Position of center of gravity of Rectanglar portion = 18.66in Find Stress, Moments and Moment of Inertia to be calculated in supporting Beams Assumptions 1. All the Beams are Rectangular in shape 2. Weight is uniformly Distributed across all the beams 3. Cantilevered structure is fixed at a point on the ground.

Word Count: 388
Showing Page: 1/8
Cantilevered Roof Structure AnalysisStrength of Materials Problem Written and Solved for MET406ByYour NameOn1 December 2014Problem Statement Analyze Cantilevered Roof Structure problems and predict its Strength and capacityGivenPosition of center of gravity of Rectanglar portion = 17inPosition of center of gravity of Rectanglar portion = 18inPosition of center of gravity of Rectanglar portion = 18.66inFindStress, Moments and Moment of Inertia to be calculated in supporting Beams Assumptions1. All the Beams are Rectangular in shape2. Weight is uniformly Distributed across all the beams 3. Cantilevered structure is fixed at a point on the ground. Method1. Moment of inertia calculated for the rectangular beams considering the position of center of gravity2. Bending moment diagrams and Shear Stress Diagrams are drawn after acute analysis of the structure 3. Stress Distribution calculated for determining the stability of the structureMET406 Topic(s)This Project problem is based on Calculation of Moment of Inertia, Centroid & Stress Distribution in the Mechanical Structure SolutionMoment of Inertia about Y- Axis = M.O.I of square about Y axis + M.O.I of Triangle about Y-Axis - M.O.I of semicircular portion about Y-AxisNow moment of inertia of each geometrical section can be calculated using Parallel axis theorem Iy(Rectangular) = + bh x hcg2 = + 10 x 10 x 172Irect = 29733.33in4Iy (triangular loop) = + bh x hcg2Itria = + 7 x 10 x 18.662Itriangle

Review from student

Studypool Student
" Solid work, thanks. "

1831 tutors are online

Other Documents

02/03/2012
02/03/2012

Brown University

1271 Tutors

California Institute of Technology

2131 Tutors

Carnegie Mellon University

982 Tutors

Columbia University

1256 Tutors

Dartmouth University

2113 Tutors

Emory University

2279 Tutors

Harvard University

599 Tutors

Massachusetts Institute of Technology

2319 Tutors

New York University

1645 Tutors

Notre Dam University

1911 Tutors

Oklahoma University

2122 Tutors

Pennsylvania State University

932 Tutors

Princeton University

1211 Tutors

Stanford University

983 Tutors

University of California

1282 Tutors

Oxford University

123 Tutors

Yale University

2325 Tutors