Problem based on fast-breeder reactor


When a fast-breeder reactor is shut down quickly, the temperature of the surface of a number of components drops from 600°C to 400°C in less than a second. These components arc made of a stainless steel and have a thick section the bulk of which remains at the higher temperature for several seconds. The low-cycle fatigue life of the steel is described by:

N1/2f Δεpl=0.2 where Nr is the number of cycles to failure and at a is the plastic strain range. Estimate the number of fast shut-downs the reactor can sustain before serious cracking or failure will occur. [Hint: The thermal expansion coefficient of stainless steel is 1.2x 10-5; the yield strain at 400°C is 0.4 x J.

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MATLAB Programming: Problem based on fast-breeder reactor
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