Mechanical Engineer's Data Handbook
eBook - ePub

Mechanical Engineer's Data Handbook

James Carvill

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  1. 352 pages
  2. English
  3. ePUB (mobile friendly)
  4. Available on iOS & Android
eBook - ePub

Mechanical Engineer's Data Handbook

James Carvill

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About This Book

This text provides the student and professional mechanical engineer with a reference text of an essentially practical nature. It is uncluttered by text, and extensive use of illustrations and tables provide quick and clear access to information. It also includes examples of detailed calculations on many of the applications of technology used by mechanical and production engineers, draughtsmen and engineering designers.
Although mainly intended for those studying and practising mechanical engineering, a glance at the contents will show that it is also useful to those in related branches of engineering such as production, marine, offshore, mining, mineral and in particular that of design. This reference book provides engineers with a wealth of useful material in a very compact and quickly accessible form.

  • Clear presentation and quick access to information
  • Very practical material, readily applied
  • Highly illustrated to aid understanding

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Information

1

Strengths of materials

1.1 Types of stress

Engineering design involves the correct determination of the sizes of components to withstand the maximum stress due to combinations of direct, bending and shear loads. The following deals with the different types of stress and their combinations. Only the case of two-dimensional stress is dealt with, although many cases of three-dimensional stress combinations occur. The theory is applied to the special case of shafts under both torsion and bending.

1.1.1 Direct, shear and bending stress

Tensile and compressive stress (direct stresses)
image

Poissonā€™s ratio

image
Note: if eL is positive, eB is negative.
image

Shear stress

image
Note: A is parallel to the direction of P.

Bending stress

Bending stress
image
where:
M = bending moment
I = second moment of area of section
y = distance from centroid to the point considered
Maximum stress
image
where ym = maximum value of y for tensile and compressive stress.
Radius of curvature
image
Bending modulus Z = I/ym and Ļƒm = M/Z

Combined bending and direct stresses

Ļƒc = P/AĀ±M/Z wh...

Table of contents