Articles
Construction of Quick Switching Double Sampling System [QSDSS - 1 (n; k; a1, a2)] Indexed Through Quality Regions
Published 2022-06-08
Keywords
- Acceptance Sampling Plan, Quick Switching Sampling, Double Sampling plan, AQL, LQL, QDR and PQR.
How to Cite
J., V., K., T., & Arumainayagam, S. D. . (2022). Construction of Quick Switching Double Sampling System [QSDSS - 1 (n; k; a1, a2)] Indexed Through Quality Regions. Kristu Jayanti Journal of Computational Sciences (KJCS), 2(1), 71–77. https://doi.org/10.59176/kjcs.v2i1.2221
Abstract
The Quick Switching Double Sampling System (QSDSS-1) is indexed through Quality Regions in this study. The quality areas employed in this study play an important role in reducing defects and improving quality in the industrial manufacturing process. To support the selection of system indexed by QDR and PQR, specified values for QSDSS-1 are given. LQL/AQL was compared to QDR/PQR. According to the data, QDR/PQR has an improved performance quality level.
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References
1. American National Standards, Institute/American Society for Quality Control (ANSI/ASQC) Standard A2 (1987): “Terms, symbols and Definition for Acceptance Sampling”, American Society for Quality Control, Milwaukee, Wisconsin. USA.
2. H.C. Hamaker, “The Theory of Sampling Inspection Plans”, Philips Technical Review, vol.11, (1950), pp. 260–270.
3. H.F. Dodge, “A New Dual System of Acceptance Sampling”, (1967), Technical Report 16, New Brunwick, NJ, The statistics center, Rutgers–The State University.
4. L.D. Romboski, “An Investigation of Quick Switching Acceptance Sampling Systems”, Doctoral Dissertation, (1969) , New Brunwick, NJ, The statistics center, Rutgers–The State University.
5. V. Soundararajan, S.D. Arumainayagam, “Construction and Selection of Quick Switching Double Sampling System-Acceptance Number Tightening”, Communication in Statistics–Theory and Methods, vol.23, no.7, (1994), pp.2079-2100.
6. V. Soundararajan, S.D. Arumainayagam, “Construction and Evaluation of Matched Quick Switching Systems”, International Journal of Applied Statistics, vol.22, no.2, (1995), pp. 245-251.
7. S.D. Arumainayagam, V. Soundararajan, “Quick Switching Double Sampling System Indexed by the Crossover Point”, Communications in Statistics - Simulation and Computation, vol. 24, (1995), pp.765-773.
8. V. Soundararajan, S.D. Arumainayagam, “Construction and Selection of Quick Switching System Sample Size Tightening”, Journal of applied Statistics, vol.22, No.2, (1995), pp. 105-119.
9. K.K. Suresh, and V. Kaviyarasu, “Contribution of the Study on Quick Switching System Through Incoming and Outgoing Quality Levels”, Ph.D Thesis, (2012) Department of Statistics, Bharathiar University, Coimbatore, Tamil Nadu, India.
10. K.K. Suresh and P.R.Divya, “Selection of Single Sampling Plan through Decision Region”, International Journal of Applied Mathematics & Statistics, vol.14, no.S09, (2009), pp.66-78.
11. K.K. Suresh and V. Sangeetha, “Selection of Repetitive Deferred Sampling Plan through Quality Region”, International Journal of Statistics and Systems, vol. 5, no.3, (2010), pp.379-389.
12. J. Vennila and S.D. Arumainayagam, “Construction and Selection of Quick Switching System Using Normal Single Sampling Plan and Tightened Double Sampling Plan”, International Journal of Applied Mathematics and Statistics, vol.56, no.6, (2017), pp. 124–137
13. J. Vennila and S.D. Arumainayagam, “Quick switching with different sampling plans”, American Journal of Applied Mathematics and Statistics, vol. 6 no.4, (2018), pp.141-148.
14. S.D. Arumainayagam and J. Vennila, “Zero one sampling System”, International Journal of Research in Advent Technology, vol.7, (2019), pp. 1556-1563.
2. H.C. Hamaker, “The Theory of Sampling Inspection Plans”, Philips Technical Review, vol.11, (1950), pp. 260–270.
3. H.F. Dodge, “A New Dual System of Acceptance Sampling”, (1967), Technical Report 16, New Brunwick, NJ, The statistics center, Rutgers–The State University.
4. L.D. Romboski, “An Investigation of Quick Switching Acceptance Sampling Systems”, Doctoral Dissertation, (1969) , New Brunwick, NJ, The statistics center, Rutgers–The State University.
5. V. Soundararajan, S.D. Arumainayagam, “Construction and Selection of Quick Switching Double Sampling System-Acceptance Number Tightening”, Communication in Statistics–Theory and Methods, vol.23, no.7, (1994), pp.2079-2100.
6. V. Soundararajan, S.D. Arumainayagam, “Construction and Evaluation of Matched Quick Switching Systems”, International Journal of Applied Statistics, vol.22, no.2, (1995), pp. 245-251.
7. S.D. Arumainayagam, V. Soundararajan, “Quick Switching Double Sampling System Indexed by the Crossover Point”, Communications in Statistics - Simulation and Computation, vol. 24, (1995), pp.765-773.
8. V. Soundararajan, S.D. Arumainayagam, “Construction and Selection of Quick Switching System Sample Size Tightening”, Journal of applied Statistics, vol.22, No.2, (1995), pp. 105-119.
9. K.K. Suresh, and V. Kaviyarasu, “Contribution of the Study on Quick Switching System Through Incoming and Outgoing Quality Levels”, Ph.D Thesis, (2012) Department of Statistics, Bharathiar University, Coimbatore, Tamil Nadu, India.
10. K.K. Suresh and P.R.Divya, “Selection of Single Sampling Plan through Decision Region”, International Journal of Applied Mathematics & Statistics, vol.14, no.S09, (2009), pp.66-78.
11. K.K. Suresh and V. Sangeetha, “Selection of Repetitive Deferred Sampling Plan through Quality Region”, International Journal of Statistics and Systems, vol. 5, no.3, (2010), pp.379-389.
12. J. Vennila and S.D. Arumainayagam, “Construction and Selection of Quick Switching System Using Normal Single Sampling Plan and Tightened Double Sampling Plan”, International Journal of Applied Mathematics and Statistics, vol.56, no.6, (2017), pp. 124–137
13. J. Vennila and S.D. Arumainayagam, “Quick switching with different sampling plans”, American Journal of Applied Mathematics and Statistics, vol. 6 no.4, (2018), pp.141-148.
14. S.D. Arumainayagam and J. Vennila, “Zero one sampling System”, International Journal of Research in Advent Technology, vol.7, (2019), pp. 1556-1563.