泉州师范学院学报
泉州師範學院學報
천주사범학원학보
Journal of Quanzhou Normal College
2011年
6期
39~44
,共null页
管壳式换热器 优化设计 数学模型 复合形优化法
管殼式換熱器 優化設計 數學模型 複閤形優化法
관각식환열기 우화설계 수학모형 복합형우화법
shell-and-tube heat exchanger; optimum design; mathematical model; complex optimum method
基于无相变传热过程,建立管壳式换热器优化设计的数学模型.模型以年总费用为目标函数,关联传热面积的非线性方程,适宜采用多变量约束的复合形法.工艺计算结果表明:该模型符合工程实际,复合形法完全可用于该文模型的优化求解.
基于無相變傳熱過程,建立管殼式換熱器優化設計的數學模型.模型以年總費用為目標函數,關聯傳熱麵積的非線性方程,適宜採用多變量約束的複閤形法.工藝計算結果錶明:該模型符閤工程實際,複閤形法完全可用于該文模型的優化求解.
기우무상변전열과정,건립관각식환열기우화설계적수학모형.모형이년총비용위목표함수,관련전열면적적비선성방정,괄의채용다변량약속적복합형법.공예계산결과표명:해모형부합공정실제,복합형법완전가용우해문모형적우화구해.
The mathematical models for optimum design of shell-and-tube heat exchangers are established based on the non-phase-changing process. With the annual total cost as target function and the heat transfer area associated of nonlinear equations, the model is suitable to be solved with the complex optimum method using the variables constraints. Calculation results of process example show that this model can be applicable, and that the complex method can be used for the optimal solution.