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A comprehensive guide to helicopter flying and flight training for aspiring private or professional helicopter pilots--updated for the first time in 20 years! Extensively revised to cover the latest industry advances, Learning to Fly Helicopters, Second Edition, provides details on the technical and practical aspects of rotarywing flight, guiding you from preflight preparation through postflight procedures and everything in between. Written in a conversational style, the book demystifies the art and science of helicopter flying. Real-world advice from the author and other pilots is included throughout. This copiously illustrated, up-to-date edition features new information on glass cockpits,...
Discusses the principles of helicopter flight, controls, maneuvers, hovering, autorotation, emergencies, helicopter systems, safety, and other topics.
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A collection of essays on a wide range of aspects of the Roma communities, cultures, social and political conditions across Europe. The scholarly field of Romany studies is trapped by the history of Roma in a unique and peculiar position in Europe. The investigation of Roma was in the past marginal to academic concerns because most of its practitioners were amateur folklorists interested in treating the Roma as paragons of a lost world and not as citizens of modern nation-states. Today the field is hemmed in by two different power fields: the emotionally understandable, though intellectually debilitating, concern to turn the plight of the Roma into a matter of human rights and the difficulty...
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What is the connection between the outbreak of cholera in Victorian Soho, the Battle of the Atlantic, African Eve and the design of anchors? One answer is that they are all examples chosen by Dr Tom Körner to show how a little mathematics can shed light on the world around us, and deepen our understanding of it. Dr Körner, an experienced author, describes a variety of topics which continue to interest professional mathematicians, like him. He does this using relatively simple terms and ideas, yet confronting difficulties (which are often the starting point for new discoveries) and avoiding condescension. If you have ever wondered what it is that mathematicians do, and how they go about it, then read on. If you are a mathematician wanting to explain to others how you spend your working days (and nights), then seek inspiration here.
This treatise had its origins in the authors' strong opinion that the discovery of new drugs, especially of innovative therapeutic agents, really does not happen as a spontaneous sequel to investiga tive research, no matter how penetrating such research may be. Rather, it seemed to us that the discovery of innovative therapeutic agents was a very active process, existing in and of itself, and demanding full attention-it was not simply a passive, dependent by-process of investigative research. And yet, many researchers some close confreres of the authors, others more distant-believed otherwise. We felt that their view reflected unrealistic thinking and that reality probably lay closer to what...