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A 77-year-old man phones ‘999’ after experiencing severe backache. The paramedics arrive to find him in severe pain, and cold and clammy. While at his house, they note that he smokes and also elicit a history of hypertension.He is tachycardic and hypotensive en route to hospital, and intravenous fluids are started. You have been assigned his initial assessment ... 100 Cases in Clinical Pathology and Laboratory Medicine presents 100 clinical scenarios commonly seen by medical students and junior doctors in the emergency department, outpatient clinic, operating theatre or in general practice.A succinct summary of the patient's history, examination and initial investigations is followed by questions on each case, with particular emphasis on the interpretation of the results and in which an understanding of the underlying clinical pathology is central to arriving at the correct diagnosis. The answer includes a detailed discussion on each topic, providing an essential revision aid as well a

Essential Business Law and Practice for SQE1 explains the key principles of business law and practice as required for the Solicitors Qualifying Examination (SQE) Part 1, in a clear, easy-to-follow style. Concise examples of how each principle can be applied are provided and the book includes a range of supporting features.

First published in 1999, this book explores how, from the stone bridges of neoclassicism which soar out of wild woods to span pastoral valleys to the post-1750 engineer's bridge with its links to the more industrial landscape, the bridge was a popular feature in painting throughout the period 1700-1920. Why did so many artists choose to portray bridges? In this lavishly illustrated and intriguing book, John Sweetman seeks to answer this question. He traces the history of the bridge in painting and printmaking through a vast range of work, some as familiar as William Etty's The Bridge of Sighs and Claude Monet's The Railway Bridge at Argenteuil and others less well known such as Wassily Kandinsky's Composition IV and C.R.W. Nevinson's Looking Through the Brooklyn Bridge. Distinctive characteristics emerge revealing the complex role of the bridge as both symbol and metaphor, and as a place of vantage, meeting and separation.

Countering with Compassion provides educators with the tools needed to weave compassionate practice into their classrooms, schools, and wider communities.

This book demonstrates how to formulate the equations of mechanical systems. Providing methods of analysis of complex mechanical systems, the book has a clear focus on efficiency, equipping the reader with knowledge of algorithms that provide accurate results in reduced simulation time.The book uses Kane's method due to its efficiency, and the simple resulting equations it produces in comparison to other methods and extends it with algorithms such as order-nKane's method compensates for the errors of premature linearization, which are often inherent within vibrations modes found in a great deal of public domain softwareDescribing how to build mathematical models of multibody systems with elastic components, the book applies this to systems such as construction cranes, trailers, helicopters, spacecraft, tethered satellites, and underwater vehiclesIt also looks at topics such as vibration, rocket dynamics, simulation of beams, deflection, and matrix formulationFlexible Multibody Dynamics

This second edition provides a pedagogical introduction to cell mechanics and mechanobiology with quantitative descriptions and solved examples. It covers essential topics from single molecule mechanics to whole-cell responses, including cellular polymers, cytoskeleton networks, and mechanotransduction.

In clear, accessible and engaging style Thought: The Basics gets to grips with the nature of human thought with just the right balance of theory and examples from philosophy, psychology and neuroscience. Ideal for anyone coming to this fascinating but deceptively difficult topic for the first time.

This book deals with a careful presentation of the principles on which the physical problems are based and the mathematical treatment of the problems. The fundamental solution is used as in classical potential theory to construct solutions to initial and certain boundary value problems for the linear Stokes equations.