Abstract To improve productivity and remain competitive, businesses nowadays introduce the process capability index (Cpm) to evaluate the quality of their products in an effort to improve them and cut down on operation costs. This is because Cpm can clearly reflect process loss and yield percentage (yield%) that it is widely used in the industry. When suppliers’ process capability is found to be limited in terms of Cpm, an improvement in product quality is required and the cost of the improvement varies depending on the source of loss. Though Cpm is a very good index for the evaluation of process capability, it is unable to reflect suppliers’ improvement costs. Thus, this paper takes a reduction in the improvement cost into consideration and proposes the process improvement capability index (CPIM). The mathematical programming model is then used to assess the confidence interval of index CPIM to overcome the problem of complicated estimation of index CPIM. With CPIM, manufacturers are able to evaluate suppliers’ ability in process improvement, particularly when the suppliers’ process capability is found to be limited, to effectively reduce suppliers’ improvement costs, to improve the quality of products, to enhance productivity and finally to achieve the goal of sustainable operations.
[1]
Kerstin Vännman,et al.
A uniformed approach to capability indices
,
1995
.
[2]
Wen Lea Pearn,et al.
A PRACTICAL IMPLEMENTATION OF THE PROCESS CAPABILITY INDEX Cpk
,
1994
.
[3]
Rong-Kwei Li,et al.
Process capability analysis for an entire product
,
2001
.
[4]
Fred A. Spiring,et al.
A New Measure of Process Capability: Cpm
,
1988
.
[5]
Victor E. Kane,et al.
Process Capability Indices
,
1986
.
[6]
P. Wei,et al.
Missed joint induced by thermoelectric magnetic field in electron-beam welding dissimilar metals—Experiment and scale analysis
,
2002
.
[7]
Roger G. Schroeder,et al.
Six sigma: A goal-theoretic perspective
,
2003
.
[8]
Ali Kokangül,et al.
Integrated analytical hierarch process and mathematical programming to supplier selection problem with quantity discount
,
2009
.
[9]
Mats Deleryd,et al.
A pragmatic view on process capability studies
,
1999
.
[10]
Madhan Shridhar Phadke,et al.
Quality Engineering Using Robust Design
,
1989
.
[11]
N. L. Johnson,et al.
Distributional and Inferential Properties of Process Capability Indices
,
1992
.