Page 329 - Mechanical Behavior of Materials
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330                               Chapter 7  Yielding and Fracture under Combined Stresses

                                 Table P7.42

                                 Test No.        σ 3 ,MPa       σ 1 = σ 2 ,MPa
                                    1            −225.7              0
                                    2            −548.0            −30.3
                                 Source: Data in [Karfakis 03].

            7.43 Test data are given in Table P7.43 for siltstone from Virginia under simple tension, simple
                 compression, and compression with lateral pressure. The values of σ 3 correspond to fracture.
                 Proceed as in Ex. 7.7 for these data.

                                          Table P7.43
                                            σ 3            σ 1 = σ 2
                                           MPa               MPa
                                            21.9              0
                                          −185.4              0
                                          −278               −7.10
                                          −291              −10.49
                                          −343              −14.34
                                          −345              −19.65
                                          −392              −23.1
                                          Source: Data from [Karfakis 03].
            7.44 Test data are given in Table P7.44 for mortar, made from Portland cement and Sydney
                 sand, under simple compression and compression with lateral pressure. The values of σ 3
                 correspond to failure, which occurred as distinct fractures, except for the highest value of
                 lateral compression, where the peak compressive stress occurred after considerable nonlinear
                 deformation. The data are taken from three different batches of nominally identical mortar,
                 and the tests were done after approximately 200 days of aging. Proceed as in Ex. 7.7 for these
                 data.
                                          Table P7.44

                                            σ 3            σ 1 = σ 2
                                           MPa              MPa
                                           −32.1              0
                                           −33.8              0
                                           −29.5              0
                                           −61.0            −8.27
                                           −61.0            −8.27
                                          −102.7           −22.1
                                          −104.8           −22.1
                                          −148.9           −41.4
                                          −159.3           −41.4
                                          Source: Data in [Campbell 62].
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