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MULTI-PHASE CFD MODELING OF A SOLID SORBENT CARBON CAPTURE SYSTEM

机译:固体吸附剂碳捕获系统的多相CFD建模

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Post-combustion solid sorbent carbon capture systems are being studied via computational modeling as part of the U.S. Department of Energy's Carbon Capture Simulation Initiative (CCSI). The work focuses on computational modeling of device-scale multi-phase computational fluid dynamics (CFD) simulations for given carbon capture reactor configurations to predict flow properties, outlet compositions, temperature and pressure. The detailed outputs of the device-scale models provide valuable insight into the operation of new carbon capture devices and will help in the design and optimization of carbon capture systems. As a first step in this project we have focused on modeling a 1 kWe solid sorbent carbon capture system using the commercial CFD software ANSYS FLUENT?. Using the multi-phase models available in ANSYS FLUENT?, we are investigating the use of Eulerian-Eulerian and Eulerian-Lagrangian methods for modeling a fluidized bed carbon capture design. The applicability of the dense discrete phase method (DDPM) is being considered along with the more traditional Eulerian-Eulerian multi-phase model. In this paper we will discuss the operation of the 1 kWe solid sorbent system and the setup of the DDPM and Eulerian-Eulerian models used to simulate the system. The results of the hydrodynamics in the system will be discussed and the predictions of the DDPM and Eulerian-Eulerian simulations will be compared. A discussion of the sensitivity of the model to boundary and initial conditions, computational meshing, granular pressure, and drag sub-models will also be presented.
机译:燃烧后固体吸附剂碳捕获系统正在通过计算建模作为美国能源碳捕获模拟倡议(CCSI)的一部分。该工作侧重于给定碳捕获反应器配置的装置级多相计算流体动力学(CFD)模拟的计算建模,以预测流动性,出口组合物,温度和压力。设备级模型的详细输出为新的碳捕获设备的操作提供了有价值的洞察力,并有助于碳捕获系统的设计和优化。作为该项目的第一步,我们专注于使用商业CFD软件ANSYS流畅的1 kWe固体吸附剂碳捕获系统进行建模?使用ANSYS的多相模型流畅?,我们正在调查使用欧拉欧拉和欧拉维拉格氏型方法来建模流化床碳捕获设计。致密分立相法(DDPM)的适用性随着更传统的欧拉欧拉多相模型进行考虑。在本文中,我们将讨论1 kWe固体吸附剂系统的操作和用于模拟系统的DDPM和Eulerian-eulerian模型的设置。将讨论系统中流体动力学的结果,并将进行DDPM和Eulerian-eulerian模拟的预测。还将讨论模型与边界和初始条件,计算啮合,颗粒压力和拖动子模型的敏感性。

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