Incidence matrix approach for calculating readiness levels

Mark A. London , Thomas H. Holzer , Timothy J. Eveleigh , Shahryar Sarkani

Journal of Systems Science and Systems Engineering ›› 2014, Vol. 23 ›› Issue (4) : 377 -403.

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Journal of Systems Science and Systems Engineering ›› 2014, Vol. 23 ›› Issue (4) : 377 -403. DOI: 10.1007/s11518-014-5255-8
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Incidence matrix approach for calculating readiness levels

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Abstract

Contemporary system maturity assessment approaches have failed to provide robust quantitative system evaluations resulting in increased program costs and developmental risks. Standard assessment metrics, such as Technology Readiness Levels (TRL), do not sufficiently evaluate increasingly complex systems. The System Readiness Level (SRL) is a newly developed system development metric that is a mathematical function of TRL and Integration Readiness Level (IRL) values for the components and connections of a particular system. SRL acceptance has been hindered because of concerns over SRL mathematical operations that may lead to inaccurate system readiness assessments. These inaccurate system readiness assessments are called readiness reversals. A new SRL calculation method using incidence matrices is proposed to alleviate these mathematical concerns. The presence of SRL readiness reversal is modeled for four SRL calculation methods across several system configurations. Logistic regression analysis demonstrates that the proposed Incidence Matrix SRL (IMSRL) method has a decreased presence of readiness reversal than other approaches suggested in the literature. Viable SRL methods will foster greater SRL adoption by systems engineering professionals and will support system development risk reduction goals.

Keywords

Technology Readiness Level (TRL) / integration readiness level (IRL) / system readiness level (SRL) / system readiness / graph theory / systems engineering

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Mark A. London, Thomas H. Holzer, Timothy J. Eveleigh, Shahryar Sarkani. Incidence matrix approach for calculating readiness levels. Journal of Systems Science and Systems Engineering, 2014, 23(4): 377-403 DOI:10.1007/s11518-014-5255-8

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