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A model on water level dynamics in natural circulation drum-type boilers

机译:自然循环鼓式锅炉水位动力学模型

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摘要

A model for water level dynamics in the drum-riser-downcomer loop of a natural circulation drum-type boiler is presented. The model is based on basic conservation rules of mass, momentum, and energy, together with well-known constitutional equations. Steam-water mixture in a drum is divided into three sub-volumes; water, steam above and below water level, and a mass balance relation is applied to each sub-volume. The amount of steam under water level is predicted using two constitutional equations for condensation rate and rise velocity of steam. The constitutional equations entail uncertain values such as superficial velocity of water and average size of steam bubbles in a drum. The superficial velocity of water is assumed to be zero and its effect is compensated by a mechanistic model on movement of the water level. Average size of steam bubbles is assumed to be an arbitrary value and its effect on the dynamics is investigated through sensitivity analysis. The model enables one to investigate the water level dynamics for changes in steam demand and/or heating rate simply from basic design values. Simulation results are compared with those in the literature in which an empirical model for the steam bubble dynamics is employed. The presented model shows a reasonable prediction of water level for a change in steam demand.
机译:提出了一种自然循环鼓式锅炉的鼓-下降管-下降管回路中的水位动力学模型。该模型基于质量,动量和能量的基本守恒定律以及众所周知的构造方程式。桶中的蒸汽-水混合物分为三个子体积。水,水位之上和之下的蒸汽以及质量平衡关系应用于每个子体积。使用两个水蒸气凝结率和上升速度的结构方程式来预测水位下的水蒸气量。组成方程式需要不确定的值,例如水的表面速度和转鼓中蒸汽气泡的平均大小。假定水的表面速度为零,并且其作用通过机械模型对水位运动进行补偿。假定气泡的平均大小为任意值,并通过敏感性分析研究了其对动力学的影响。该模型使人们能够简单地根据基本设计值来研究水位动态,以了解蒸汽需求和/或加热速率的变化。仿真结果与文献中的结果进行了比较,在文献中采用了蒸汽泡动力学的经验模型。提出的模型显示了对蒸汽需求变化的水位的合理预测。

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