首页> 外文会议>International Conference on Industrial Engineering >On Neural Modeling of Heat Exchange in Heat Exchangers (Recuperators) with the Systems of Plane-Parallel Impingement Jets for Machine Building and Metallurgical Productions
【24h】

On Neural Modeling of Heat Exchange in Heat Exchangers (Recuperators) with the Systems of Plane-Parallel Impingement Jets for Machine Building and Metallurgical Productions

机译:在热交换器中热交换的神经建模(恢复器)与机械建筑物的平面冲击射流系统和冶金制品

获取原文

摘要

The paper presents an artificial neural simulation network used to forecast the coefficient of heat exchange between the transfer surface and the systems of plane-parallel impingement jets in the heat exchangers for air heating in heat-treatment and thermal furnaces in machine building and at the metallurgical factories. The Levenberg-Marquardt algorithm is used for the network training in this study. A number of network structures are treated with four nodes in the input layer (in the function of which the constructive and operative parameters were considered), one node in the output layer and with various amount of neurons in the hidden layers. At the four input variables and a single hidden layer, the network structures had the following form: (4-2-1), (4-4-1), (4-8-1), (4-9-1), and with the two hidden layers were as follows: (4-2-2-1), (4-4-4-1), (4-8-8-1), (4-9-9-1). It has been stated as the research result that the following network structure enables obtaining the best predicted results out of the studied ones: (4-9-9-1). The regression analysis of the predicted results and target outputs has been performed, and the regression equations and the correlation coefficients have been obtained. The comparison is drawn between the results obtained when using the neural simulation and the experimental data
机译:本文介绍了一种人工神经仿真网络,用于预测传送表面与热交换器中的平面冲击喷射器之间的热交换系数,用于在机械建筑物和冶金中的热处理和热炉中的空气加热工厂。 Levenberg-Marquardt算法用于本研究中的网络培训。在输入层中的四个节点(在考虑其算法和操作参数的功能中,在输出层中的一个节点和隐藏层中的各种神经元中的一个节点处理了许多网络结构。在四个输入变量和单个隐藏层,网络结构具有以下形式:(4-2-1),(4-4-1),(4-8-1),(4-9-1)和两个隐藏层如下:(4-4-4-1),(4-8-8-1),(4-9-9-1) 。已经说明了作为研究结果,即以下网络结构使得能够从学习的网络结构中获得最佳预测结果:(4-9-9-1)。已经执行了预测结果和目标输出的回归分析,并且已经获得了回归方程和相关系数。在使用神经仿真和实验数据时获得的结果之间的比较

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号