Decoupling Mechanism of  EDF Based on Design Priority Evaluation

China Mechanical Engineering ›› 2012, Vol. 23 ›› Issue (12): 1393-1399.

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Decoupling Mechanism of EDF Based on Design Priority Evaluation

Zhou Dan1;Liu Guangfu1;He Ping1,2

1.Hefei University of Technology,Hefei,230009
2.Anhui University of Architecture,Hefei,230061

Online:2012-06-25 Published:2012-06-29
Supported by:

National Natural Science Foundation of China（No. 50775061）;
Anhui Provincial Natural Science Foundation of Ministry of Education of China（No. KJ2011B050）

基于优选级评定的能量设计因子耦合分解机制

周丹1;刘光复1;何平1,2

1.合肥工业大学,合肥,230009
2.安徽建筑工业学院,合肥,230061

基金资助:
国家自然科学基金资助项目（50775061）;安徽省教育厅自然科学基金资助项目（KJ2011B050）
National Natural Science Foundation of China（No. 50775061）;
Anhui Provincial Natural Science Foundation of Ministry of Education of China（No. KJ2011B050）

Abstract

Abstract:

The EDF connecting the product's design information and its energy characteristics was difficult to convert to design parameters and control measures,which was coupled with large amount of design elements.Aiming to solve this problem,the decoupling mechanism of EDF was built.The decoupling mechanism was constituted by analyzing coupling characteristics,constructing coupling element relation matrix(CERM),evaluating design priority of coupled element and gaining energy design parameters and
optimum value(or control measures and target).In addition,the max cut width bDlim of NC machines was selected as an illustrative example to show the decoupling mechanism of EDF.

Key words: energy design factor(EDF), optimization design for energy, decoupling, fuzzy analytic hierarchy process

摘要：

能量设计因子作为产品设计信息与能量特性的联系桥梁,一般与众多设计元素存在耦合关系，难以直接转换成设计过程需要的设计参数或控制措施，针对此问题，建立了能量设计因子耦合分解机制。耦合分解机制的主体由耦合性质分析、耦合元素关系矩阵构造、耦合元素设计优先级评定、能量设计参数与取值建议（或控制措施与控制目标)获取四个核心环节构成。以数控机床的耦合能量设计因子极限切削宽度
bDlim为例,对耦合分解机制进行了说明。


关键词: 能量设计因子, 能量优化设计, 耦合分解, 模糊层次分析法

CLC Number:

TH122

ZHOU Dan-1, LIU Guang-Bi-1, HE Beng-1, 2. Decoupling Mechanism of EDF Based on Design Priority Evaluation[J]. China Mechanical Engineering, 2012, 23(12): 1393-1399.

周丹1, 刘光复1, 何平1, 2. 基于优选级评定的能量设计因子耦合分解机制[J]. 中国机械工程, 2012, 23(12): 1393-1399.

References

[1]Thomas V,Caudill R,Badwe D. Marginal Emissions and Variation across Models: Life- cycle Assess-ment of a Television[C]//Proeeedings of the 1998 IEEE International Symposium on Elctronies and the Environment. Oak Brook, IL, USA: ISEE, 1998:48-53.
[2]Kim Hyung Chul. Optimal Household Refrigerator Replacement Policy for Life Cycle Energy, Green- house Gas Emissions and Cost[J]. Energy Policy, 2006,34 : 2310-2323.
[3]Masanet E, Horvath A. Enterprise Strategies for Reducing the Life--cycle Energy Use and Green- house Gas Emissions of Personal Computers[C]// Proceedings of the 2006 IEEE International Sympo- sium on Eletronics and the Environment. Scotts- dale, AZ, USA : ISEE, 2006 : 21-26.
[4]戚赞徽.面向能源节约的产品绿色设计理论与方法研究[D].合肥:合肥工业大学,2006.
[5]周丹[1],刘光复[1],何平[1,2].数控机床能量设计因子提取方法研究[J].中国机械工程,2011,22(3):351-355.
[6]Steward D V. The Design Structure System:a Meth- od for Managing the Design of Complex Systems [J]. IEEE Transaction on Engineering Manage- ment, 1981,28(3) : 71-74.
[7]Gebala D A, Eppinger S D. Methods for Analyzing Design Procedures[J]. ASME Design Theory and Methodology, 1991,31 : 227-233.
[8]Browning T R,Eppinger S D. Modeling Impacts of Process Architecture on Cost and Schedule Risk in Product Development[J]. IEEE Transactions on En- gineering Management, 2002,49 (4) : 428-442.
[9]朱松岭[1],周平[1],韩毅[1],杨海成[1].基于模糊层次分析法的风险量化研究[J].计算机集成制造系统,2004,10(8):980-984.
[10]徐泽水.三角模糊数互补判断矩阵的一种排序方法[J].模糊系统与数学,2002,16(1):47-50.
[11]肖四汉[1],樊治平[2],王梦光[1].Fuzzy判断矩阵的一致性研究[J].系统工程学报,2001,16(2):142-145.
[12]樊治平,姜艳萍.模糊判断矩阵排序方法研究的综述[J].系统工程,2001,19(5):12-18.
[13]施金良.变频调速数控机床运行过程能量特性及节能技术研究[D].重庆大学,2009:
[14]刘飞等著.机械加工系统能量特性及其应用[M].北京:机械工业出版社,1995:155.
[15]杨楠,唐恒龄,廖伯瑜.机床动力学[M].北京:机械工业出版社,1983.

Decoupling Mechanism of EDF Based on Design Priority Evaluation

基于优选级评定的能量设计因子耦合分解机制

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