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Development of numerical methods for the reactive transport of chemical species in a porous media : a nonlinear conjugate gradient method

机译:化学物质在多孔介质中反应性传输的数值方法的发展:非线性共轭梯度法

摘要

In the framework of the evaluation of nuclear waste disposal safety, the French Atomic Energy Commission (CEA) is interested in modelling the reactive transport in porous media. At a given time step, the equation system of reactive-transport can be written as a system of nonlinear coupled equations F(x) = 0. In the computational code which is presently used, this system is solved using classical sequential iterative algorithms (SIA). We are currently investigating nonlinear conjugate gradient methods to improve the resolution of the system. Indeed, the handling of the coupling is improved by numerical derivation along the descent direction. The original feature of this method is the use of an explicit formula for the descent parameter. We choose an approach involving two distinct codes, that is one code for the chemistry and one code for the transport equations.
机译:在核废料处置安全性评估的框架内,法国原子能委员会(CEA)希望对多孔介质中的反应性输运进行建模。在给定的时间步长处,反应运输方程组可以写为非线性耦合方程组F(x)= 0的系统。在当前使用的计算代码中,该系统使用经典的顺序迭代算法(SIA)进行求解。 )。我们目前正在研究非线性共轭梯度方法,以提高系统的分辨率。实际上,通过沿下降方向的数值推导改进了对耦合的处理。该方法的原始功能是对下降参数使用显式公式。我们选择一种涉及两个不同代码的方法,即一个化学代码和一个运输方程代码。

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