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How can we analyze and design various loaded mechatronic components? In this course, this question will be answered by using the mechanics of materials to determine stress and deformations. Fundamental topics in the mechanics of materials will be covered in this course: stress, axial loading, torsion, simple bending, bending analysis and design in beams, shear stress in beams and thin-walled members, elastic curves in beams, stress and strain transformations, principal stresses under a given load, columns and energy methods. Students who successfully complete this course; To solve the problems of simple three-dimensional elastic solids, they understand the basic concepts of stress and strain and the relationship between both through strain-strain equations. They design and analyze key mechatronic components under combined loading (axial load, torsion, bending, shear and compression) to determine stress and deformation. They calculate the principal stresses, the maximum shear stress, and the stresses acting on a structural member. For more complex constrained and loaded beams, they calculate the slope and offset equations. They use appropriate materials in the design, taking into account engineering features, sustainability, cost and weight.

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MECA 321 - Mechanics of Materials

İstanbul Bilgi University
Mechatronics Engineering Department

Instructor: Mehmet Ayyıldız

Chapter #: 4
PURE BENDING


Slides may include material from:
• Beer, Ferdinand P. Mechanics of Materials. Seventh edition, McGraw-Hill
Education, 2015.
• Hibbeler, R. C. Mechanics of Materials. Ninth edition, Prentice Hall, 2013.

, Problem 1




2019-2020 Fall MECA 321 - Mechanics of Materials 2

, Problem 1




2019-2020 Fall MECA 321 - Mechanics of Materials 3

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