The poems capture religious spirituality and sports.

This collection of notes, manuscripts, and presentation material addresses an understanding of the physical acoustics and flows of fluids in several areas emphasizing safety viewpoints. These research notes begin with atomic blasts; however, noise impacts occur in daily experience with civilian firearms, loud trombone playing, slamming a door, a water skier tipping over and slamming the water, and use of fireworks in celebrations. Here a classical blast model is revisited with elementary approaches first and then further analyses embellish onto intermediate and advanced topics. The aim is to introduce ideas and several research tools to formulate analyses to help make better informed decisions with the best mathematics, statistics, and science information to benefit people and the environment affected.

This collection of notes, manuscripts, and presentation material addresses an understanding of several of the transport and kinetic processes needed for mainly two energy industries-nuclear and petroleum. Prevention in design has been a traditional safety viewpoint to emphasize its importance, even-though sites, procedures, emergency preparedness, and waste streams management over the life cycle operation cannot be neglected. An historical touch with the "Atoms for Peace" Speech of President Eisenhower with a comparison of fuel energy equivalents motivated the commercialization of nuclear power for electricity generation. Alongside has always been the matured oil industry. Here a classical drilling model characterized as a helical fluid model is derived. As both industries are challenged to maintain a safe operation these notes present attempt to present both simple and only as complex of mathematics as needed. The aim is to introduce ideas and several research tools to formulate analyses to help make better informed decisions with the best mathematics, statistics, and science information to benefit people and the environment affected.

A disparate collection of mathematical ideas and methods for quantifying populations is presented in the literature. This paper attempts to achieve the multiple purposes of review, summary, and guidance to new areas to better characterize the system and offer illumination on the alternatives. Mathematical approaches are given for modeling the total population growth and decline, for two competing species, and for an age-dependent gender mixture model, along with the differential Lancaster equation system for conflict with a solution. A simple fractional calculus differential equation model generalizing the integer calculus models is defined and solved. Then a continuum description of both gender and age-dependent birth processes which has not been previously specified is developed. Discrete individuals suspended in an evolving continuous fluid motion is applied. Several population studies for siting nuclear faciliies are presented.

Mathematics and engineering analysis for a multi-dimensional, multi-disciplinary world has embraced kinematics, motions, and energy with classical calculus, as well as fractional. Moreover, traditional education physical science and engineering areas are blending and mixing for research and for real design applications. These notes and investigations present intermediate and advanced level treatments with a sprinkling of elementary. The presented calculus has an evolutionary perspective of addressing change, as well as accumulated change in a unified manner to better understand motions and memory described through both quantification and computation. Several original contributions are made on reactive power law fluid flows, on lubrication, on acoustic horn shapes, on dielectric relaxation, as well as on peristaltic pumping. Moreover, new perspectives are given for dissipation contributions in energetics of the motions.

The purpose of the report is to present a range of mathematical physical science and engineering investigations that encompasses both fractional calculus, as well as classical methods. The scope of topics I believe reflects our times of a complex world simplified with mathematics and computation aimed at energy and environmental issues. Several original ideas and fractional calculus and fluid mechanical applications are included. Altogether these notes are intended

Both classical and neo-classical applications of calculus of deformable material bodies are utilized to formulate and to solve a variety of engineering and bio-mathematical problems. The results should help discern various balance and equations of state formulations when combined with experimental validation. The presented calculus has an evolutionary perspective of addressing change, as well as accumulated change in a unified manner to better understand motions and memory described through both quantification and computation. Several original contributions are made on reactive power law fluid flows, on lubrication, on acoustic horn shapes, on dielectric relaxation, as well as on peristaltic pumping. Moreover, new perspectives are given for dissipation contributions in energetics of the motions.

The issues of safety-risk are ubiquitous in our complex industrial communities around the globe. Accidents provoke re-thinking and review of a system's life cycle comprised of site, design, procedures, emergency preparation, and training of personnel. The fundamentals and viewpoints of several mathematical formulations of natural processes or of estimating the consequences conditional on an accident are emphasized, as well as siting analysis for a hazardous facility. These investigations are derived from experience and teaching models of predicting the transport of releases to the environment as part of a larger assessment of their impacts. Several mathematical extensions of calculus are explored for modeling relevant dynamics. Technology strives for a policy of prevention, of defense in depth, and of "let's get it right the first time"; however, accidents are perceived to occur too often affecting the lives and properties of many people. The intent was to include a perspective of why the nuclear energy option was chosen by many countries including information on energy equivalents of fuels, as well as the "Atoms for Peace" speech of President Eisenhower. The reality of accidents challenges societies to invest in design improvements, monitoring, and procedures to sustain the benefits these technologies offer.

The poems capture religious spirituality and sports.