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Published: 01 November 2012
Fig. 5 Creep data for several face-centered cubic metals plotted as a function of normalized shear stress (σ s / G ) compared with a power law stress exponent of n = 4. b, Burgers vector. Source: Ref 5 More
Image
Published: 01 November 2012
Fig. 6 Creep data for several body-centered cubic metals plotted as a function of normalized shear stress (σ s / G ) compared with a power law stress exponent of n = 3. Source: Ref 5 More
Image
Published: 01 August 2005
Fig. 5.35 Comparison of PFEM and Isida solutions for a center-cracked panel. Data points: PFEM. Solid line: Feddersen’s fit. Source: Ref 5.7 More
Image
Published: 01 July 1997
Fig. 19 Microhardness traverse data in two locations for the Ti-6Al-4V sheet welded using a tantalum shim. Data labeled “2nd” refer to traverse over second pass of weld only. Data labeled “both” indicate traverse across center of weld where two passes overlap (see Fig. 15 ). More
Image
Published: 01 November 2019
Figure 28 This LADA image shows the data path transistors (green sites) in a race versus the clock path transistors (red sites). (a) is a lower magnification showing the entire race. (b) shows the higher magnification (air gap lens) of several data path interaction sites. Note that the data More
Image
Published: 30 April 2020
Fig. 8.11 Dilatometry data on the shrinkage versus temperature during heating for 4 μm Fe-2Ni powder, showing significant slowing for sintering after the phase transformation from alpha (body-centered cubic) to gamma (face-centered cubic) crystal structure More
Image
Published: 30 April 2021
Fig. 7.7 System wear results in reciprocating wear tests (ASTM G 133) of hard steel versus gray cast iron in 5 weight and 30 weight oil at room temperature. The wear data to the left of center are for the hard steel wear; the data to the right are for the cast iron counterface. More
Image
Published: 01 June 1983
Figure 9.21 Lattice parameters of Ti–Nb-alloy b.c.c., h.c.p., and orthorhombic phases. Body-centered cubic ( β ) data from Vozilkin, Prekul, Rakin, Volkenshteyn, and Buynor (1968) ; Hansen et al. (1951) ; Hickman (1969) ; Bychkova, Baron, and Savitskii (1965) . Hexagonal ( α More
Image
Published: 01 March 2006
Fig. 5.14 Tentative consolidation of MF versus TF over complete range of available body-centered cubic data. Source: Ref 5.14 More
Image
Published: 01 March 2006
Fig. 5.15 Tentative consolidation of MF versus TF over complete range of available face-centered cubic data. Source: Ref 5.14 More
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Published: 01 August 2005
Fig. 3.40 Comparison of smooth-rotating/pure-bending fatigue test data for 2014-T6 aluminum in dripping commercial synthetic solution and in room-temperature air. A flow of liquid around the center section of the specimen was supplied by capillary action during the test. Source: Ref 3.37 More
Image
Published: 01 November 2019
Figure 2 (Left) Acquired magnetic field image of a processor unit with a dead short failure. (Right) Corresponding current density distribution on the processor unit computed using the standard inversion on the magnetic data on left. The short location can be identified by the bright current More
Image
Published: 01 March 2006
Fig. 1 Chart for plotting 8620 steel test pin variation by characteristic. (a) Effective case depth characteristic. (b) Surface hardness characteristic. (c) Center core hardness characteristic. (d) Chart to plot data from (a), (b), and (c) by cycle and furnace. Source: Ref 1 More
Book Chapter

Series: ASM Technical Books
Publisher: ASM International
Published: 01 November 2007
DOI: 10.31399/asm.tb.smnm.t52140083
EISBN: 978-1-62708-264-8
... of quenchants have been analyzed, and Jominy data can be used to determine the martensite content at the center and various radii of bars for the different quenchants. If the percent martensite is known, it is possible to estimate the hardness versus the radius for various quenchants. The analysis is fairly...
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Published: 01 December 2001
Fig. 3 Variation of properties with carbon content for austenitic manganese steel containing 12.2 to 13.8% Mn. Data are for castings weighing 3.6 to 4.5 kg (8 to 10 lb) and about 25 mm (1 in.) in section size that were water quenched from 1040 to 1095 °C (1900 to 2000 °F). Flow under impact More
Image
Published: 01 December 2001
Fig. 5 Variation of properties with manganese content for austenitic manganese steel containing 1.15% C. Data are for castings weighing 3.6 to 4.5 kg (8 to 10 lb) and about 25 mm (1 in.) in section size that were water quenched from 1040 to 1095 °C (1900 to 2000 °F). Flow under impact More
Book Chapter

Series: ASM Technical Books
Publisher: ASM International
Published: 01 March 2006
DOI: 10.31399/asm.tb.fdsm.t69870105
EISBN: 978-1-62708-344-7
... Moyar [ Ref 5.26 ] 52100 steel Fig. 5.14 Tentative consolidation of MF versus TF over complete range of available body-centered cubic data. Source: Ref 5.14 Fig. 5.12 Extending the life range for applicability of multiaxiality factor Fig. 5.13 Mean stress effects...
Book Chapter

Series: ASM Technical Books
Publisher: ASM International
Published: 01 December 1996
DOI: 10.31399/asm.tb.phtpclas.t64560087
EISBN: 978-1-62708-353-9
... were measured with a thermocouple at the center and at the mid-radius. From these data, the reduced temperature U was calculated, and from Russell's tables a value of H was obtained as a function of temperature. The unhardened interface position corresponds closely to that of 50% martensite. Thus...
Series: ASM Technical Books
Publisher: ASM International
Published: 01 February 2005
DOI: 10.31399/asm.tb.chffa.t51040107
EISBN: 978-1-62708-300-3
.... References References [Altan et al., 1973] Altan T., et al. , Forging Equipment, Materials and Practices , Metal and Ceramics Information Center , HB03, 1973 , p 4 – 7 . [Kienzle, 1965] Kienzle O. , Characteristics of Data in Machine Tools for Closed Die Forging , (in German...
Book Chapter

Series: ASM Technical Books
Publisher: ASM International
Published: 01 December 1996
DOI: 10.31399/asm.tb.phtpclas.t64560365
EISBN: 978-1-62708-353-9
... as described in Chapter 6 , or by curve fitting experimental data. For example, the case of interest involves heating in air a cylinder 1 inch in diameter, and we assume that the center heats as shown in Fig. 10-7e . Thus we could fit this temperature-time curve to obtain an analytical expression T = f(t...