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Linear cracking

The treatment depends on the time of appearance of the linear cracking and its cause. If linear cracking appears early and there is no structural problem, cleaning and hot sealing are sufficient. The hot sealant should comply with the requirements of CEN EN 14188-1 (2004), ASTM D 6690 (2012) or other specifications. [Pg.657]

Otherwise, if there are structural problems, full-depth repair (part of the slab or whole slab replacement) or pavement reconstruction at the affected area is necessary. [Pg.657]


P segregation or if there are martensitic or bainitic transformation structures. The Mn level around linear cracks may be twice that in the matrix, whereas the P level may be elevated by a factor of 10.129... [Pg.435]

Fig. 3.5. A portion of a plate under stress a (in mode I loading) containing a linear crack of length 21. For a further growth of the crack length by 2d/, a fraction of the elastic energy of the shaded region may be assumed to get released. Fig. 3.5. A portion of a plate under stress a (in mode I loading) containing a linear crack of length 21. For a further growth of the crack length by 2d/, a fraction of the elastic energy of the shaded region may be assumed to get released.
This distribution appears whenever g a) is given by a power law in (j, coming from the power law variation of the density of linear cracks g l) with their length 1. In the random percolation model considered here, this does not normally occur (except at the percolation threshold p = Pc)- However, for various correlated disorder models, applicable to realistic disorders in rocks, composite materials, etc., one can have such power law distribution for clusters, which may give rise to a Weibull distribution for their fracture strength. We will discuss such cases later, and concentrate on the random percolation model in this section. [Pg.108]

At larger stresses, beyond SSY, for which the plastic zone extends deeper into the undeformed ligament t = D - a as shown in Fig. 12.6(b), the stress and strain distributions at the crack tip inside the yield zone are now very significantly altered, such that the strongly attenuated stresses are accompanied by more concentrated crack-tip plastic strains. To deal with a family of such problems a form of non-linear crack-tip analysis was introduced independently by Hutchinson (1968) and by Rice and Rosengren (1968). This approach is referred to as the HRR crack-tip analysis. [Pg.404]

Ji J integral non-linear crack-tip energy-release rate... [Pg.532]

Linear cracking are formed in the transverse, longitudinal or diagonal direction that divides the slab into two to four parts. They extend down to a certain depth of the slab or to the full depth of the slab (Figure 15.19). [Pg.656]

Figure 16.14. Scratching of the (111) diamond face with the diamond indenter is accompanied by the appearance of numerous cracks. The vertical scale (the difference between the highest and lowest parts of the relief in the z-direction) of (a) is 15 nm at least two types of cracks are present in (a) macroscopic linear and microscopic hexagonairing cracks. The vertical scale of (b) is 2nm only linear cracks are visible [16,17]. Figure 16.14. Scratching of the (111) diamond face with the diamond indenter is accompanied by the appearance of numerous cracks. The vertical scale (the difference between the highest and lowest parts of the relief in the z-direction) of (a) is 15 nm at least two types of cracks are present in (a) macroscopic linear and microscopic hexagonairing cracks. The vertical scale of (b) is 2nm only linear cracks are visible [16,17].

See other pages where Linear cracking is mentioned: [Pg.681]    [Pg.681]    [Pg.681]    [Pg.60]    [Pg.4]    [Pg.86]    [Pg.91]    [Pg.108]    [Pg.118]    [Pg.72]    [Pg.262]    [Pg.600]    [Pg.639]    [Pg.656]    [Pg.656]    [Pg.659]    [Pg.575]    [Pg.415]    [Pg.65]    [Pg.323]    [Pg.2668]    [Pg.408]    [Pg.411]   


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