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Time-evolution of film thickness profiles by level set method during CVD multiscale simulation

机译:CVD多尺度仿真过程中液位集法膜厚度谱的时间 - 进展

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Chemical vapor deposition(CVD)is one of the most widely used processes for production of thin solid films.Solving chemical reactions for deposition and mass transfer of the relevant chemical species during CVD is essential to predict film thickness profile and to design an optimal reactor and reaction condition for uniform film formation with high throughput.Because of high conformality of CVD,substrates with three-dimensional(3D)microstructures are commonly used.Therefore,two spaces with extreme different scales are coexist in the reactor,i.e.reactor-scale(macroscale)and microstructure-scale(microscale).However,simulation of these two scales in a single geometry ends up with high computation cost; furthermore stiff gas-phase reactions cannot be solved.Accordingly,coupling two simulations with different scales is a solution.Cheimarios et al.coupled finite volume method at macroscale and ballistic method at microscale [1-2].We recently reported that finite element method(FEM)was also available for microscale as well as macroscale,and thereby proposed a multiscale simulation framework with lower computation cost [3-4].In addition,we employed moving boundary method to reproduce time evolution of microstructural shape due to film deposition [4].It was however not applicable to closing of microstructures,and thus we proposed the use of level set method in this work.Besides,as our previous simulation considered only one trench,we developed a way to simulate multiple trenches.
机译:化学气相沉积(CVD)是生产薄固体薄膜最广泛使用的方法之一。在CVD期间,用于沉积的化学反应和相关化学物质的传质对于预测膜厚度曲线并设计最佳反应器和设计最佳反应器具有高通量的均匀膜形成的反应条件。因为CVD的高分性,通常使用具有三维(3D)微观结构的基板。因此,具有极端不同尺度的两个空间在反应器中共在Iereactor-Scale(Macroscale )和微观结构级(微观尺寸)。但是,在单个几何形状中的这两个尺度的模拟最终有高计算成本;此外,刚性的气相反应无法解决。根据,用不同尺度的两种模拟耦合两种模拟是在Microscale [1-2]的Macroscale和Ballistic方法的Solution.cheimarios等.Coupled有限体积方法[1-2]。我们最近报道了有限元方法(FEM)也可用于Microscale以及Macroscale,从而提出了具有较低计算成本的多尺度仿真框架[3-4]。此外,我们采用移动边界法通过薄膜沉积而再现微观结构形状的时间演变[ 4]但是,不适用于关闭微观结构的关闭,因此我们提出了在这项工作中使用水平集方法。基于我们之前的模拟仅考虑一个沟槽,我们开发了一种模拟多个沟槽的方法。

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