Ram M. Mathematics for Reliability Engineering...2022 torrent

Textbook in PDF format

Reliability is a fundamental criterium in engineering systems. This book shows innovative concepts and applications of mathematics in solving reliability problems. The contents address in particular the interaction between engineers and mathematicians, as well as the cross-fertilization in the advancement of science and technology. It bridges the gap between theory and practice to aid in practical problem-solving in various contexts.
Without mathematics no science would survive. This especially applies to the engineering sciences which highly depend on the applications of mathematics and mathematical tools such as optimization techniques, finite element methods, differential equations, fluid dynamics, mathematical modelling, and simulation. Neither optimization in engineering, nor the performance of safety-critical system and system security; nor high assurance software architecture and design would be possible without the development of mathematical applications.
Mathematics always has great importance within the engineering sciences. Novel concepts and wide applicability of mathematics are the source of compact and concise primer in engineering. From foundation to advanced level, knowledge with applicability is required the most for all the engineering disciplines. This book comes with a primary aim to introduce readers to new mathematical concepts and applications, as well as to help them understand how those concepts are related to reliability engineering.
This book explores the valuable and deep interaction between reliability engineers and mathematicians, as well as the cross-fertilization and cooperation that arises when mathematics is applied to science and technology advancement. In this book, the following topics have been discussed:
- Residual resilience assessment in infrastructure networks: a case to IEEE14 bus test system
- Modeling of mixed cascading failures and resilience-based restoration selection
- Mathematical scheme for predicting impacts of reliability engineering on the time evolution of physical systems
- On the reliability structures with two common failure criteria and a single change point
- Invulnerability and survivability modeling and analysis of cloud storage systems
- Reliability evaluation of multistate systems with common bus performance sharing considering performance excess
- A fast universal algorithm for finding minimal cut-sets in networks with arbitrary structure
- Switching-algebraic symbolic analysis of the reliability of nonrepairable coherent multistate systems
- Complex system modeling method considering failure mechanism dependency
- Innovative interconnected nonlinear hybrid dynamic modeling for time-to-event processes
- A Bayesian design of zero-failure reliability demonstration tests for multicomponent systems
The book seeks to explore the contributions made by researchers and practitioners in the domain of reliability engineering from different stakeholder’s perspectives. Additionally, it may guide practitioners in developing novel mathematical applications and original frameworks for effective implementation in reliability engineering. This book is written by a number of leading scientists, reliability engineers, and mathematicians who have been working on the front end of reliability science and engineering. We hope that this book will make a positive and lasting contribution to the research and practice in the area of reliability engineering