Conductional heat transfer in magmatic intrusions

Tamires Bojjis da Costa, Marcelo Schramm, C. Z. Petersen, F. Tumelero
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Abstract

The thermal effect that occurs due to the insertion of igneous intrusions in sedimentary basins has been widely investigated in different geological contexts, either to obtain more precise information about the development of the basin and or for the purpose of exploring and evaluating the mineral resources existing there. We can verify that the knowledge of the thermal gradient is fundamental in studies of heat distribution through means such as the Earth's crust or mantle, as this way, we obtain the thermal evolution of magmatic intrusions and adjacent rocks over geological time. For the present work, the determination of the temperature gradient and consequently the thermal evolution of a 13-meter-thick sill and adjacent rocks located in the Paraná Basin - Irati Formation, was obtained through the use of the one-dimensional heat dispersion model in transient regime of finite time, in which, in the spatial variable the numerical method of finite differences (FDM) is used and in the temporal variable the Euler method. Although in cases of large and thick magmatic bodies or sections that include the terrestrial lithospheric and asthenospheric mantles, the mechanism of convection and radiation has an expressive role in the energy transfer process. However, in most geological situations, conduction is the most important mechanism in the heat distribution process.
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岩浆侵入体中的传导传热
在不同的地质背景下,人们对沉积盆地中由于火成岩侵入体的插入而产生的热效应进行了广泛的研究,要么是为了获得关于盆地发展的更精确的信息,要么是为了勘探和评价那里存在的矿产资源。我们可以通过地壳或地幔等手段验证热梯度的知识是热分布研究的基础,因为这样我们就可以获得岩浆侵入体和邻近岩石在地质时期的热演化。在本研究中,利用有限时间瞬态状态下的一维热分散模型确定了位于paran盆地- Irati组的13米厚基岩及其邻近岩石的温度梯度和热演化,其中空间变量采用有限差分数值方法(FDM),时间变量采用欧拉方法。尽管在大而厚的岩浆体或包括陆地岩石圈和软流圈地幔的剖面中,对流和辐射机制在能量传递过程中起着表达作用。然而,在大多数地质情况下,传导是热量分布过程中最重要的机制。
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