Fast ripping of ductile steel

If the stress applied to the material is not relieved by its failure then the defect is caused to increase in size at a fast speed which rapidly increases to the speed of compressive waves in the steel. This fast ductile failure continues until the supply of energy maintaining the applied stress becomes exhausted at which point 'crack arrest' is said to occur. The properties of the steel at places where permanent deformation or tearing are happening change continuously, its hardness increasing and its remaining ductility decreasing.

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Experience of fast ductile tearing

The phenomenon in which ductile steel pipes, pressurized by gas or vapour pressure, have ruptured by longitudinal through-wall crack propagation of fast ductile failure is far from unknown. Ref.1 The mechanism of failure is that the speed of propagation of the crack along the pipe is greater than the velocity of sound in the fluid within the pipe, so that the stress applied to the pipe at the instantaneous location of the crack-tip is not relieved by escape of the pressure. Such failures have been arrested by changes in the structure of the pipe, e.g. at joints and flanges, and by change in the properties of the 'over-burden' within which the pipes had been buried. A critical, unstable crack at the belt-line of the Sizewell 'B' reactor pressure vessel, will commence to grow as a shear crack at 45 degrees to the surface, at a linear speed of 3.24 kilometres per second, and after the crack tip has travelled a short distance, the mode will change to cleavage, perpendicular to the vessel surface, and with a linear speed of 5.89 kilometres per second, which is the velocity of compressive waves in A533B steel. The velocity of sound in the reactor coolant at the inlet temperature of 225 is 1.2 kilometres per second. Once the crack has become unstable, and started to propagate in either ductile mode, then it will not stop running until the vessel has been effectively dismantled (Ref. 2). The time for the crack tip to traverse the circumference of the vessel at the belt-line is about 1.5 milliseconds. The mechanical energy absorbed by the creation of crack surfaces as the crack progressed once round the vessel is only about one percent of the energy available in the hot water. Once the structural strength has been removed by fast ductile crack propagation, the acceleration of the vessel fragments due the continuing exertion of the internal pressure is about one hundred times the acceleration due to gravity. The lateral gap between the pressure vessel and the concrete housing is only a few inches. The direction vertically upwards is virtually unrestrained. The mechanical energy equivalent stored in the hot water in the reactor pressure vessel, and which would be released before the pressure had fallen from 2000 to 100 psi, is about the same as four tonnes of TNT. If a one third part of the reactor vessel, weighing 150 tonnes, absorbed one third part of this pressure energy, then it would have sufficient upwards momentum to rise freely more then 300 metres above the point of projection. Loss of energy penetrating the containment building would not be significant. It is quite possible that such an event would be accompanied by a reactor power surge generating more than the usual heat output, as any control rods remaining attached to the upper-vessel moved upwards with it. The Sizewell 'B' nuclear power station is provided with what the Nuclear Installations Inspectorate calls 'defence in depth', and 'multiple independent barriers' to prevent the escape of fission products from the reactor fuel into the environment. All of this is swept away and made absolutely ineffective by this event. The consequences would be Chernobyl transformed to Western Europe.

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