I originally rated this book poorly, but have since changed my mind upon a re-read. I still cannot recommend it due to the cost; however, the final chapter on Thermodynamic Reliability Engineering provides a good physical basis for the mathematical form of a wide range of descriptive reliability models dealing with failures due to stress cycling (Miner's Rule), humidity aging (Peck), corrosion, diffusion (Arrhenius), and vibration induced fatigue abased on thermodynamic principles. I think it is a chapter that every reliability engineer should read A reasonable knowledge of chemistry (reaction rates, thermodynamics, Gibb's free energy, etc.) and physics would be an asset. . The chapter in on Analytical Physics is a good, but again thin overview. The remaining chapters are just too light on substance and some sections, notably the section on step stress aging, are poorly written. The means for identifying multiple failure modes and the requirements of a consistent shape constant parameter of the statistical model characterizing the failure distribution and different stress is essentially missing. For the mathematics of reliability I would recommend Applied Reliability by Trindade and Tobias, or the NIST Engineering Statistics Handbook online.