알루미늄 합금의 레이저 가공에서 인장 강도 예측을 위한 회귀 모델 및 신경망 모델의 개발Development of Statistical Model and Neural Network Model for Tensile Strength Estimation in Laser Material Processing of Aluminum Alloy
- Other Titles
- Development of Statistical Model and Neural Network Model for Tensile Strength Estimation in Laser Material Processing of Aluminum Alloy
- Authors
- 박영환; 이세헌
- Issue Date
- Apr-2007
- Publisher
- 한국정밀공학회
- Keywords
- Laser Welding (레이저 용접); Filler Wire (용가와이어); Tensile Strength (인장 강도); Regression Model (회귀 모델); Neural Network Model (신경망 모델); Average Error Rate (평균 오차율); Laser Welding (레이저 용접); Filler Wire (용가와이어); Tensile Strength (인장 강도); Regression Model (회귀 모델); Neural Network Model (신경망 모델); Average Error Rate (평균 오차율)
- Citation
- 한국정밀공학회지, v.24, no.4, pp.93 - 101
- Indexed
- KCI
- Journal Title
- 한국정밀공학회지
- Volume
- 24
- Number
- 4
- Start Page
- 93
- End Page
- 101
- URI
- https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/180217
- ISSN
- 1225-9071
- Abstract
- Aluminum alloy which is one of the light materials has been tried to apply to light weight vehicle body. In order to do that, welding technology is very important. In case of the aluminum laser welding, the strength of welded part is reduced due to porosity, underfill, and magnesium loss. To overcome these problems, laser welding of aluminum with filler wire was suggested. In this study, experiment about laser welding of AA5182 aluminum alloy with AA5356 filler wire was performed according to process parameters such as laser power, welding speed and wire feed rate. The tensile strength was measured to find the weldability of laser welding with filler wire. The models to estimate tensile strength were suggested using three regression models and one neural network model. For regression models, one was the multiple linear regression model, another was the second order polynomial regression model, and the other was the multiple nonlinear regression model. Neural network model with 2 hidden layers which had 5 and 3 nodes respectively was investigated to find the most suitable model for the system. Estimation performance was evaluated for each model using the average error rate. Among the three regression models, the second order polynomial regression model had the best estimation performance. For all models, neural network model has the best estimation performance.
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