A Hybrid Group Acceptance Sampling Plan for Lifetimes Based on Transmuted Rayleigh Distribution

Abstract

In this article, a hybrid group acceptance sampling plan (HGASP) is introduced for a truncated life test when the lifetime of an item follows transmuted rayleigh distribution. For specified consumer's risk, test termination time and group size, the minimum number of testers and acceptance number are determined. The operating characteristic values according to various quality levels are presented. The minimum ratios of the true average life to the specified life at the specified producer's risk are also found. The results are explained with examples. A comparative study of proposed hybrid group acceptance sampling plan based on transmuted rayleigh distribution with existing hybrid group acceptance sampling plan based on transmuted exponential distribution is also performed.

A Hybrid Group Acceptance Sampling plans For Life Tests Based on Gumbel Distribution

“…Srinivasa Rao (2011) [11] developed HGASP for Loglogistic and generalized Exponential distribution. Ramaswamy and Anburajan (2012) [4] developed hybrid acceptance sampling plans for Weibull distribution. Srinivasa Rao (2012) [10] discussed on hybrid group acceptance sampling plans for lifetimes based on generalized Rayleigh distribution.…”

“…Srinivasa Rao (2011) [12] A hybrid group acceptance sampling plans for lifetimes based on generalized Exponential distribution. Rajagopal et.al (2018) [2] discussed HGASP based on transmuted Rayleigh distribution. Sandeep kumar (2019) [8] presented HGASP based on truncated life tests for Sushila distribution.…”

“…Sandeep kumar (2019) [8] presented HGASP based on truncated life tests for Sushila distribution. Ramaswamy and Anburajan(2022) [3] discussed hybrid group acceptance sampling plans for lifetime based on inverse Rayleigh distribution. Srinivasa Rao and Suseela (2022) [9] developed hybrid group acceptance sampling plans for life tests based on exponentiated Inverted Weibull distribution.…”

Group Acceptance Sampling Plans for Truncated Life Tests based on Type-I Heavy-Tailed Exponential Distribution

“…Rao [11] suggested GASP for Marshall-Olkin extended Lomax distribution. Rajagopal and Vijayadevi [12] developed hybrid GASP under truncated life tests based on transmuted exponential distribution. Mughal [13] designed a hybrid economic group acceptance sampling plan for exponential lifetime distribution.…”