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- W1989996846 abstract "An improved solution to the one-dimensional dynamic thermal stress problem for an elastic half-space analyzed previously by Danilowskaya [3] is given. In this problem the temperature and stress fields are produced by a particular heat supply generated by absorption of a laser pulse incident on the half-space. The betterment comprises: (i) eliminating some substantial and formal errors occurring in Danilowskaya [3], (ii) providing a qualitative and quantitative analysis of the solution that is missing in Danilowskaya [3],.and (iii) generalizing the solution to include an arbitrary step-like profile of the laser pulse. In particular, it is shown that for a rectangular pulse of duration t* > 0 and for a given cross section x0 > 0 of the half-space both the temperature and stress are continuous functions for every time t ≥ 0; while their time derivatives suffer jumps on the t-axis, the temperature rate jumps at the consecutive times t = 0 + 0 and t = t*, and the stress rate exhibits discontinuities at t = t* ..." @default.
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- W1989996846 date "1995-03-01" @default.
- W1989996846 modified "2023-09-24" @default.
- W1989996846 title "ONE-DIMENSIONAL DYNAMIC THERMAL STRESSES GENERATED IN AN ELASTIC HALF-SPACE BY LASER PULSES" @default.
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- W1989996846 doi "https://doi.org/10.1080/01495739508946295" @default.
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