Initially understand reliability models, then gradually own and run them to generate insights
Identify gaps between models and real-world scenarios, and develop innovative ideas to bridge these gaps with clever assumptions
Write code as necessary to develop a fundamental understanding of reliability and statistical problems, and present insights and visualizations concisely
Collaborate with cross-functional groups to obtain extensive data from the field and validate model results against field results
Continuously drive innovation and features in the reliability, availability, and maintainability modeling domain
Deliver written periodic reports to keep the wider team informed about status and progress
Present ideas and results in concise decks and summary documents
Lead cross-functional technical groups, convey key ideas, resolve differing viewpoints with a collaborative spirit, and move discussions forward
Eager to learn and adept at picking up new technical concepts and software
Be self-driven with a drive for problem-solving
Preferred Qualifications:
Demonstrated experience working with any commercial reliability software (e.g., ReliaSoft)
Demonstrated experience with part level and system level reliability analysis. Experience with reliability analysis of complex equipment systems a plus.
Experience with failure mode analysis
Familiarity with SQL and PBI
Demonstrated experience using statistical and visualization package(s) for problem solving (e.g., JMP, Matlab, R, Python, PBI, Tableau, etc.). Familiarity with SQL is a plus.
Master’s degree in related discipline is preferred
Familiarity in the framework of a Product Life Cycle and SEMI E10 definitions is a plus
Minimum Qualifications
Master's Level Degree and 0 years related work experience; Bachelor's Level Degree and related work experience of 2 years
Demonstrated experience of advancing solutions to technical problems in a cross-functional environment
Evidence of learning new software and adaptability to continuously learn new technical topics
Evidence of applying statistics in solving real world industrial problems. A strong understanding of statistical distributions and their applications in the real world (e.g., Weibull, exponential, etc.)
A strong grasp of basic probability concepts. An understanding of Bayes’ probability framework is considered a plus.
Evidence of proficiency in coding in solving real world industrial problems