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Covers a wide variety of topics and problems, from band seating to planning festivals, dealing with soloists to taking the ensemble on the road. It also tackles complex problems presented to directors of concert bands, such as how to warm-up an ensemble properly for both tone and intonation.
Conducting and Rehearsing the Instrumental Music Ensemble is the most comprehensive guide on the rehearsalprocess for conducting instrumental music ensembles. Ideal for the advanced instrumental music conductor seeking to look beyond basic conducting technique, this work breaks the multidimensional activity of working with an ensemble, orchestra, or band into its constituent components. Advanced students of conducting will find within the full range of conducting activities: • Chapters on the infrastructure of the rehearsal, the rehearsal environment, 10 rehearsal essentials, score study, music imagery, inner singing, and rehearsal procedures (with an emphasis on an integrated approach to rehearsing) • The technical priorities of intonation and tuning, rhythm patterns, ensemble sonority (tone, balance, blend, color and texture), and articulation • The musical priorities of tempo and ensemble precision, phrasing and the musical line, style and interpretation, dynamics and musical expression • Emphasizing the expectations of 21st-century conductors, the challenges of conducting and rehearsing contemporary music, preparing conductor profiles and self-evaluations, and moving from the rehearsal process to concert performance Conducting and Rehearsing the Instrumental Music Ensemble is a great resource for teachers and students of conducting, as well as current conductors wishing to further hone their skills.
This book presents the fundamental concepts of electromagnetism through problems with a brief theoretical introduction at the beginning of each chapter. The present book has a strong didactic character. It explains all the mathematical steps and the theoretical concepts connected with the development of the problem. It guides the reader to understand the employed procedures to learn to solve the exercises independently. The exercises are structured in a similar way: The chapters begin with easy problems increasing progressively in the level of difficulty. This book is written for students of physics and engineering in the framework of the new European Plans of Study for Bachelor and Master and also for tutors and lecturers.
This book, with analytical solutions to 260 select problems, is primarily designed for the second year core course on materials science. The treatment of the book reflects the author’s experience of teaching this course comprehensively at IIT-Kanpur for a number of years to the students of engineering and 5-year integrated disciplines. The problems have been categorised into five sections covering a wide range of solid state properties. Section 1 deals with the dual representation of a wave and a particle and then comprehensively explains the behaviour of particles within potential barriers. It provides solutions to the problems that how the energy levels of a free atom lead to the formation of energy bands in solids. The statistics of the distribution of particles in different energy states in a solid has been detailed leading to the derivation of Maxwell–Boltzmann, Bose–Einstein, and Fermi–Dirac statistics and their mutual relationships. Quantitative derivation of the Fermi energy has been obtained by considering free electron energy distribution in solids and then considering Fermi–Dirac distribution as a function of temperature. The derivation of the Richardson’s equation and the related work function has been quantitatively dealt with. The phenomenon of tunnelling has been dealt with in terms of quantum mechanics, whereas the band structure and electronic properties of materials are given quantitative treatment by using Fermi–Dirac distribution function. Section 2 deals with the nature of the chemical bonds, types of bonds and their effect on properties, followed by a detailed presentation of crystal structures of some common materials and a discussion on the structures of C60 and carbon nanotubes. Coordination and packing in crystal structures are considered next followed by a detailed X-ray analysis of simple crystal structures, imperfections in crystals, diffusion, phase equilibria, and mechanical behaviour. Section 3 deals with thermal and electrical properties and their mutual relationships. Calculations of Debye frequency, Debye temperature, and Debye specific heat are presented in great detail. A brief section on superconductivity considers both the conventional and the high–TC superconductors. Sections 4 and 5 deal with the magnetic and dielectric materials, considering magnetic properties from the point of view of the band theory of solids. Crystal structures of some common ferrites are given in detail. Similarly, the displacement characteristics in dielectrics are considered from their charge displacements giving rise to some degree of polarization in the materials.