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- W2354163529 abstract "The dynamic simulation of the Palaeo-geothermal evolution in a basin is an important component part of the dynamic simulation of the basin oil and gas pool. In addition, the simulation of one-dimension thermal evolution is also the foundation of simulation of the two-dimension and three-dimension thermal evolution. The research in this paper provides the nonhomogeneous boundary condition, and also the analytic solution to the one-dimension thermal evolution through the nonhomogeneous equation. This method can be applied to the simulation of the geothermal evolution process on various complex conditions. For example, the temperatures both on the earth surface and in the rheosphere can be applied to the simulation of the thermal fluid value at any moment and at any depth. Furthermore, the temperatures can also be applied, when the local temperatures on the earth surface and the thermal fluid in the basement vary with the time, to the simulation of the temperatures at any moment and at any depth. The simulation results show the radioactive thermal generation affects the temperature, geo-temperature gradients and the geofluid value disturbance and also the relationship between these factors." @default.
- W2354163529 created "2016-06-24" @default.
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- W2354163529 date "2004-01-01" @default.
- W2354163529 modified "2023-09-25" @default.
- W2354163529 title "ANALYTIC SOLUTION AND DYNAMIC SIMULATION OF ONE-DIMENSION THERMAL EVOLUTION" @default.
- W2354163529 hasPublicationYear "2004" @default.
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