Engineering Materials vol 2 Part 14 docx
... n l Ebd bd n l Ebd bd ww ww cc cc 2 2 3 12 2 2 3 12 2 122 12 π ρ π ρ || || || || || || || || = // (28 .28 ) which tells us that the composite plate must have a thickness of 328 Engineering ... 0.39 Mg m −3 . Equations (28 .22 ) and (28 .23 ) then give us the following data. f || (s −1 ) ≈ 59 23 6 531 944 147 5 21 24 28 91 et...
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Engineering Materials vol 2 Part 12 docx
... cheaper. Table 26 .4 Specific strength of structural materials Material E r s r y K IC r Woods 20 –30 120 –170 1– 12 Al-alloy 25 179 8–16 Mild steel 26 30 18 Concrete 15 3 0.08 27 4 Engineering Materials 2 Fig. ... cell walls bend (Fig. 26 .5b,c). It behaves like a foam (Chapter 25 ) for which EE ws s ⊥ = . ρ ρ 2 (26 .2) The elastic anisotropy 26 8 Eng...
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Engineering Materials vol 1 Part 1 docx
... 25 00-5400 27 50- 320 0 1800 -25 00 5000-1 5000 8000-1 20 00 120 0 -20 00 1300-3000 1800 -23 00 120 0-1 25 0 1150- 120 0 910- 120 0 91 0-930 120 0-1 A00 1100 -140 0 25 00- 320 0 120 0-1 800 680-1 20 0 1 100-3000 ... 450-1 20 0 300-1 000 320 -450 25 0-350 20 0-350 180 -20 0 100-300 128 -1 80 100-1 40 50-60 50-58 6-9 x lo8 7.5-8.4 X lo6 1.8 -2. 25...
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Engineering Materials vol 1 Part 10 docx
... .( 2H'+2e + +l.( c 0 e -Fez' +ZwFe L - C 02+ +28 -3CO -znz- +ze-Zn u) -cP+ +38-3Cr E - Cdz+ +28 -3Cd s t -Ni2+ +Ee tNi -Sn2+ +28 -3Sn/Pbzt +2e+Pb -Ag*+++Ag - pt2+ ... Butterworth-Heinemann, 19 92 (for data). 19 62. Oxidation of materials 21 7 This growth law has exactly the form of eqn. (21 .2) and the kinetic constant is analogous to* that of...
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Engineering Materials vol 2 Part 1 doc
... (MPa) Iron 100 (140 ) 7.9 21 1 50 20 0 Mild steel 20 0 23 0 (26 0–300) 7.9 21 0 22 0 430 High-carbon steel 150 (20 0) 7.8 21 0 350–1600 650 20 00 Low-alloy steels 180 25 0 (23 0–330) 7.8 20 3 29 0–1600 420 20 00 High-alloy ... 30–100 1 120 85 19 0.4 >100 1 728 450 89 13 0.5 >100 1600 420 22 14 0 .2 >100 1550 450 11 12 0.1–0.5 45 933 917 24 0 24 0.1–0.45 45 915 24 0....
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Engineering Materials vol 2 Part 2 doc
... eutectic 42 Ag + 19 Cu 610– 620 High-strength; high-temperature. (free-flowing) + 16 Zn + 25 Cd Silver; general-purpose 38 Ag + 20 Cu 605–650 High-strength; high-temperature. (pasty) + 22 Zn + 20 Cd Case ... hot-water layout, you will already have had some direct experience of this system. 22 Engineering Materials 2 Fig. 2. 7. Many metals are made up of two phases. This figure sh...
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Engineering Materials vol 2 Part 3 pot
... Conservation of volume gives 4 3 4 3 4 3 3 3 1 3 2 3 πππ rrr =+ . (5.30) Combining eqns (5 .29 ) and (5.30) gives ∆A = 4 1 3 2 323 1 2 2 2 πγ [( ) ( )]. / rr rr+−+ (5.31) For r 1 /r 2 in the range ... K, we find that W f = 1 .22 kJ kg −1 (or 22 J mol −1 ). 1 kg of water at 27 2 K thus has 1 .22 kJ of free work avail- able to make it turn into ice. The reverse is true at 27...
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Engineering Materials vol 2 Part 4 doc
... is r* 910 = 2 914 27 3 914 910 γ αβ ∆H ( ) ( ) + − = 2 γ αβ ∆H × 29 7. (8.4) But at 900°C the critical radius is r* 900 = 2 914 27 3 914 900 γ αβ ∆H ( ) ( ) + − = 2 γ αβ ∆H × ... (7.1) we can write W f = 2 π r 2 (1 − cos θ ) γ SL + π r 2 (1 − cos 2 θ ) γ CS − π r 2 (1 − cos 2 θ ) γ CL −−+ − cos cos ( ) . 2 3 1 3 2 1 2...
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Engineering Materials vol 2 Part 5 pps
... 2. 1 41–160 150 25 0 Ti alloys 4.5 120 170– 128 0 27 2. 4 1.1 38 28 0 400–600 (Steels) (7.9) (21 0) (22 0–1600) 27 1.8 0.75 28 20 0 (400–600) * See Chapter 25 and Fig. 25 .7 for more information about these ... strength E / r*E 1 /2 / r*E 1/3 / r* s y / r* Creep r (Mg m − 3 ) modulus s y (MPa) temperature E (GPa) (°C) Al alloys 2. 7 71 25 –600 26 3.1 1.5 9 22 0 150 25 0 Mg alloys 1...
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Engineering Materials vol 2 Part 6 pot
... H. Jones, Engineering Materials I, 2nd edition, Butterworth-Heinemann, 1996, Chapters 21 , 22 , 23 and 24 . Further reading K. J. Pascoe, An Introduction to the Properties of Engineering Materials, ... 0 .20 0.55 B 0.40 0.60 1 .20 0.30 1.50 C 0.36 0.70 1.50 0 .25 1.50 D 0.40 0.60 1 .20 0.15 1.50 E 0.41 0.85 0.50 0 .25 0.55 F 0.40 0.65 0.75 0 .25 0.85 G 0.40 0.60 0.65 0.55 2. 55 11...
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