TY - JOUR AB - In this paper, a class of nonlinear heat‐conduction equations is derived. The properties of these heat‐conduction equations are analyzed. It is shown that the solutions of these equations contain singularity. That is, when T = Tm, discontinuity, i.e. blown‐up, occurs to the solutions. The occurrence of the blown‐ups is closely related the abnormal distribution of the initial ground temperatures, and so there might be some connections between blown‐ups and earthquakes. VL - 27 IS - 6/7 SN - 0368-492X DO - 10.1108/03684929810223120 UR - https://doi.org/10.1108/03684929810223120 AU - Li Chao AU - OuYang Soucheng AU - Lin Yi AU - Tang Maocang PY - 1998 Y1 - 1998/01/01 TI - 10. Blown‐ups of heat‐conduction of ground temperature T2 - Kybernetes PB - MCB UP Ltd SP - 721 EP - 729 Y2 - 2024/03/28 ER -