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It uses an abundance of worked examples to impart a high level of comprehension of concepts and helps master the process of calculations, manipulations and that of making appropriate inferences. Well-labelled diagrams have been used throughout the text for a sound comprehension of the fundamentals of the subject. Most of the examples and chapter-end problems have been formulated in parametric form making them independent of units and suitable for practical applications. An extensive set of problems along with hints and answers is provided at the end of each chapter for practice. Since the book aims at covering the topics generally taught in engineering curriculum of several disciplines, an interdisciplinary approach has been followed. Some advanced topics such as thick pressure vessels, skew bending, curved members, beam-columns, etc. have also been included for the benefit of postgraduate students. Table of Contents Preface 1. Introductory Concepts 2. Analysis for Axial Forces: The Cable and the Plane Truss 3. Analysis for Deformation of Bars: Statically Determinate Systems (Simple Stresses and Strains?Elastic Constants) 4. Analysis for Axial Deformation of Bars: Statically Indeterminate Systems (Composite Systems and Thermal Stresses) 5. Biaxial and Triaxial Stresses and Strains: Pressure Vessels 6. Torsion 7. Shearin  Free Download Fundamentals of Pharmaceutical Nanoscience English | 2024 | ISBN: 3031594770 | 697 Pages | PDF EPUB (True) | 64 MB Nanoscience or the science of the very small offers the pharmaceutical scientist a wealth of opportunities. By fabricating at the nanoscale, it is possible to exert unprecedented control on drug activity. This textbook will showcase a variety of nanosystems working from their design and construction to their application in the field of drug delivery. 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Beginning with the foundations of measure theory and functional analysis, it explores path integrals, Wiener and Feynman measures, and their applications to quantization. Topics include the properties of functional spaces, advanced techniques in evaluating path integrals, and the role of zeta function regularization. This book is essential for graduate students and researchers seeking a deep understanding of the mathematical structures underlying functional integration in quantum fields.  Free Download Functional Analysis: An Introduction to Metric Spaces, Hilbert Spaces, and Banach Algebras by Joseph Muscat English | February 29, 2024 | ISBN: 3031275365 | 480 pages | MOBI | 92 Mb This textbook provides an introduction to functional analysis suitable for lecture courses to final year undergraduates or beginning graduates.  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Instead, these texts demonstrate originality in expressing complex, often ambivalent attitudes towards the so-called Canadian Promised Land and contribute to a form of textual community-building across national borders. In the context of emerging national discourses before Canada's Confederation in 1867, they offer alternatives to the hegemonic narrative of the white settler nation. |
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