ENGINEERING FUNDAMENTALS
ENGINEERING FUNDAMENTALS
6th Edition
ISBN: 9781337705011
Author: MOAVENI
Publisher: CENGAGE L
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Chapter 18, Problem 23P
To determine

Obtain the expressions for the elastic energy of a linear spring and hard spring.

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Question 3 - Strain Transformation The state of strain at a point in a rectangular block of material using an x-y coordinate system is given by: • €xx = 51×10-4 €yy = 18 ×10-4 Yxy=-4x10-4 ● ● Part One a) Which element below best represents the deformed element due to the state of strain in the x-y plane? 6 2 B) D) D) F) Hint: Consider the relative magnitude and sign of each component of strain
Q4 The beam shown below is made of an alloy of titanium that has a stress-strain diagram that can in part be approximated by two straight lines. If the material behaviour is the same in both tension and compression, determine the bending moment that can be applied to the beam that will cause the material at the top and bottom of the beam to be subjected to a strain of 0.050 mm/mm 3 cm 2 cm σ(MPa) 1330 1050 σ = 105(10¹) € σ= 7000€ +980 0.010 gaizu 201 0.050 € (mm/mm)
2. A tri-metallic bar is uniformly compressed by an axial force P = 40 kN applied through a rigid end plate as shown in Fig. 2. The bar consists of a circular steel core surrounded by brass and copper tubes. The steel core has diameter 30 mm, the brass tube has outer diameter 45 mm, and the copper tube has outer diameter 60 mm. The corresponding moduli of elasticity are Esteel= 210 GPa, Ebrass= 100 GPa and Ecoper =120 GPa respectively. Calculate the compressive stresses developed osteel , Obrass, and Ocoper in the steel, brass and copper respectively. (5) Copper tube Brass tube P= 40 kN -Steel core 30 mm 45 mm 60 mm Fig. 2

Chapter 18 Solutions

ENGINEERING FUNDAMENTALS

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