单元进水系数是循环函数法重要概念之一。
A water intake coefficient for the unit is an important concept in the cyclic functional method.
文章在建立了热力系统加热器的通用性数学模型的基础上，用循环函数法对整个回热系统进行热力计算。
This article derives a general model of heater for thermal dynamic system. Based on the general model, the thermal parameters of regenerating system can be calculated by Circulating Function Method.
在传统循环函数的基础之上，根据实际热力系统运行的特点，建立了通用加热器数学模型，并对循环函数法进行了改进。
On the base of the original cyclical function method, a general heater model is presented and cyclical function method is improved considering actual operating characteristics of thermodynamic system.
将循环函数法进行了改进、并应用到实时热力计算中，应用实例表明此种方法概念明确、结果准确、容易在实时计算中实现等特点。
CFM is improved and used for online thermal calculation. The example shows that the method is simple, accurate and can easily be realized in online calculation.
基于循环函数法的主导思想，通过对“加热单元”列能量平衡方程，构建了循环函数法的矩阵表达式，并对矩阵填写规则进行了详细阐述。
Based on the thermal balance equation of heater element, the matrix for the cyclic functional method is established and the rules to fill this matrix are represented detailedly in this paper.
根据等效焓降法在热力系统计算时的特点，推导了循环函数法在回热系统中的局部定量计算方法，导出了回热系统局部定量计算的几个重要结论。
According to the features of equivalent enthalpy-drop method applied to thermodynamic system, the methods of local quantitative calculation for cycle function method in regenerative system is deduced.
用循环计数法求出载荷及应力幅频率分布，用概率密度函数拟合，为疲劳设计提供可靠性高的数据资。
The loads and the distribution of stress amplitude frequency are obtained by cycle count and reliable data for fatigue design are provided by probability density function fit.
本文研究了准可逆过程的方波伏安法和作者提出的循环方波伏安法，建立了电流函数理论表示式。
A theoretical and experimental investigation of quasi-reversible electrode processes using square wave voltammetry, especially with cyclic voltammetry, is described.
本文通过对FORTRAN DO循环中数组元素下标式的函数性态的分析研究，给出了一种新的向量化算法——这种算法作者称为“相关函数法”。
By studying the functional properties of index expressions of array elements in FORTRAN DO-loops, a new algorithm, called the associative function algorithm, is developed.
本文通过对FORTRAN DO循环中数组元素下标式的函数性态的分析研究，给出了一种新的向量化算法——这种算法作者称为“相关函数法”。
By studying the functional properties of index expressions of array elements in FORTRAN DO-loops, a new algorithm, called the associative function algorithm, is developed.
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