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Fracture toughness, calculation

Fracture toughness calculated from Palmquist cracks with equation (6.3.8) is given in Table 6.3.1. If the constants (E and y) of the material under... [Pg.107]

Despite the difficulties associated with the BMI/copper laminates (as just discussed), an understanding of their adhesion characteristics remains important. In particular there is an interest in the relationship between adhesive fracture toughness and temperature. This can be approached by use of either test geometry. The fixed arm peel procedure can be conducted at different test temperatures. The tensile stress-strain properties of the peel arm can also be measured at these temperatures and adhesive fracture toughness calculated in the usual manner and plotted against temperature. This can be a time-consuming process that can be overcome by use of a T-peel procedure operating as a temperature scan. [Pg.351]

Munz, D.M., Shannon, J.L., and Bubsey, R.T. (1980) Fracture-toughness calculation from maximum load in 4 point bend tests of chevron notch specimens, Int. J. Fracture 16, R137. The straight-through crack assumption approach to determination of Y. the geometric constant in Ki, measurements (cf. Blum et al.). [Pg.307]

D.G. Munz, J.L. Shaimon, and R.T. Bubsey, Fracture Toughness Calculations from Maximum Load in Four Point Bend Tests of Chevron Notch Specimens, Int J. of Fracture 16R137-R141 (1980). [Pg.305]

Fracture toughness results are summarized in Table 2. The chevron-notch specimens exhibited nonlinear load-displacement behavior, indicating stable crack extension. Fracture toughness, calculated from maximum load and minimum stress intensity coefficient, decreased with temperature up to... [Pg.384]

The SIFCON elements exhibit a considerable increase in strength and ductility compared to ordinary fibre reinforced concrete. The fracture toughness, calculated as proportional to the area under load-deflection curves, was also increased and the curves were characterized by a post-peak plateau. After these tests, it was concluded that the quality of the matrix itself contributed significantly to the overall behaviour of the composite material. That effect was studied further by Shah (1991) who showed an increased strain and strength capacity for a matrix subjected to tension. Therefore, these results confirmed earlier achievements in SIFCON technology and also supported... [Pg.491]

Figure 6.24. Fracture toughness calculated for a polished surface of /3-AI2O3 + IS by weight of % tet Zr02 plotted against square root of indentation crack length. Figure 6.24. Fracture toughness calculated for a polished surface of /3-AI2O3 + IS by weight of % tet Zr02 plotted against square root of indentation crack length.
SCF precracks are especially sensitive to stable crack extension from environmental effects. Reference 18 shows examples for alumina and several other ceramics. C 1421 recommends that the precracks be examined for fractographic evidence of stable extension and if it is detected, the critical crack size should be used for the fracture toughness calculation. Testing in inert atmospheres is effective in eliminating the interference in SCF testing. [Pg.315]

Munz, D. G., Shannon, J. L., Bubsey, R. T. Jr. (1980). Fracture Toughness Calculation fromMaximumLoadinFourPointBendTests of Chevron-Notch Specimens. International Journal of Fracture, 16(3), R137-R141. doi 10.1007/BF00013393. [Pg.593]

Two wooden beams are butt-jointed using an epoxy adhesive (Fig. A1.3). The adhesive was stirred before application, entraining air bubbles which, under pressure in forming the joint, deform to flat, penny-shaped discs of diameter 2fl = 2 mm. If the beam has the dimensions shown, and epoxy has a fracture toughness of 0.5 MN mT , calculate the maximum load F that the beam can support. Assume K = cT Tra for the disc-shaped bubbles. [Pg.283]

TEM has been used to demonstrate that the craze normally fails at the material interface [4-6], In addition the fracture energy calculated from the craze shape tends to agree well with the macroscopic measure of toughness. [Pg.224]

Example 2.19 During tensile tests on 4 mm thick acrylic sheets of the type shown in Fig. 2.63(a), the force-displacement characteristics shown in Fig. 2.64(a) were recorded when the crack lengths were as indicated. If the sheet containing a 12 mm long crack fractured at a force of 330 N, determine the fracture toughness of the acrylic and calculate the applied force necessary to O acture the sheets containing the other crack sizes. [Pg.124]

The double torsion test specimen has many advantages over other fracture toughness specimen geometries. Since it is a linear compliance test piece, the crack length is not required in the calculation. The crack propagates at constant velocity which is determined by the crosshead displacement rate. Several readings of the critical load required for crack propagation can be made on each specimen. [Pg.374]

To calculate fracture toughness using the double torsion test piece, the following equation is used ... [Pg.374]

In contrast, the burst pressure or the required fracture toughness of steel or weld can be estimated when the maximum flaw size or the desired MAOP are given, respectively. The pipeline parameters used for the calculation are shown in Table 10.2. The flaws for the calculation are assumed to be semiellipse with the depth-to-length ratio of 1 10. [Pg.360]

Calculation of Stress Distribution in Macroporous Epoxies Fracture Toughness of Solvent-Modified and Macroporous Epoxies Prepared via CIPS. [Pg.162]

To complete the analysis of the fracture toughness the values of and Ic calculated from the maximum load and the energy for crack initiation are summarized in Fig. 52. It becomes obvious that the brittle-ductile transition, which... [Pg.232]

Form groups of three. Each person should select a material from the three categories under consideration for this application (steel, aluminum alloy, and titanium alloy) other than the three listed in Table 8.3 and should perform a similar analysis—that is, calculate or look up yield strength, fracture toughness, critical crack size, number of cycles to failure, and the constants A and m in the Paris equation. Combine your results and compare your answers. Do you obtain a result similar to that in Table 8.3 ... [Pg.827]

Fracture toughness for siloxane-modified as well as ATBN- and CTBN-modified resins was monitored through KIC, plane-strain fracture toughness 44). The Klc values of at least five three-point bend (3PB) specimens of each material were calculated according to Eq. (1)... [Pg.96]

The apparent fracture toughness of a layered composite can be calculated analytically by [10, 21] ... [Pg.186]


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See also in sourсe #XX -- [ Pg.267 ]




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