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ERAUP / Engineering & Applied Science / EAS 202 / How do you find the maximum shear stress in a rectangular beam?

How do you find the maximum shear stress in a rectangular beam?

How do you find the maximum shear stress in a rectangular beam?

Description

School: Embry-Riddle Aeronautical University - Prescott
Department: Engineering & Applied Science
Course: Solid Mechanics
Term: Summer 2016
Tags: solids, solid, Solid Mechanics, mechanics of materials, Shear Stresses in Rectangular Beams and Circular Beams Beams with axial loads, Transformation Equations, Principle Stress Equation, Mohr's Circle, Hooke's Law, Spherical Pressure Vessels, and cylindrical
Cost: 50
Name: ES202 Solids Test Study Guide
Description: Study Guide for Solid Mechanics Test: Chapters 1-8: Stress, Strain, Shear Stresses in Rectangular Beams and Circular Beams Beams with axial loads, Transformation Equations, Principle Stress Equation, Mohr's Circle, Hooke's Law, Spherical Pressure Vessels, Cylindrical Pressure Vessels, Max Stress in Beams.
Uploaded: 04/04/2016
1 Pages 150 Views 1 Unlocks
Reviews


1/4/16 test 2 review

        Chapter 5

5.8 Shear Stresses in Rectangular Beams

        (PPt 5.6 example: 5.t,5 - 11,5 - 12If you want to learn more check out How do we understand religion in the US?

         =

5.9 Shear Stresses in Circular Beams

        i = sign

5.10 Shear Stresses in Beams with Flanges

        5.10 - 4 (HW)If you want to learn more check out What is the study of the diversity of human language in the past and present, and its relationship to social groups, practices, and values?

        Icentroid = I + Ad2 (sum of parts)

5.11 Built - up Beams

        5 - 11 -10 Handout

        Q = A1y1Don't forget about the age old question of What does activation energy refer to?

5.12 Beams with axial loadsIf you want to learn more check out katherine zubovich

        5 - 12 - 6 Handout

        Y1If you want to learn more check out What is a study of human movement?

        =Don't forget about the age old question of What is the cost of one more unit of a good or service?

        Chapter 7

7.2 Transformation Equations

        =+cos20 + ixy sin20

7.3 Principal Stress Equation

        Ix1y1 = sin20 + ixy cos20

7.4 Construction of Mohr’s Circle

        Center =

7.5 Hooke’s Law of Plane Stress

        Used in 8 - 2 and 8 - 3 also

        Chapter 8

8.2 Spherical Pressure Vessels

        8.2 - 6 Handout

8.3 Cylindrical Pressure Vessels

        Example: 8 - 2 Handout, 8.3 - 12 Handout

8.4  Max Stress in Beams

        HW 8.4 - 10, In - class - 8 - 4 - 3

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