Orthopaedic Pathology
Author | : Peter G. Bullough |
Publisher | : Elsevier Health Sciences |
Total Pages | : 600 |
Release | : 2009-12-08 |
ISBN-10 | : 9780323074735 |
ISBN-13 | : 0323074731 |
Rating | : 4/5 (731 Downloads) |
Download or read book Orthopaedic Pathology written by Peter G. Bullough and published by Elsevier Health Sciences. This book was released on 2009-12-08 with total page 600 pages. Available in PDF, EPUB and Kindle. Book excerpt: Orthopaedic Pathology, 5th Edition, by Peter G. Bullough, MB, ChB, presents a unique, lavishly illustrated account of the pathology of arthritic disorders, metabolic disturbances, and soft tissue and bone tumors. Nearly 2,000 high-quality pathologic slides, diagnostic images, and gross specimens-side-by-side-depict the appearance of a wide range of conditions and correlate orthopaedic pathology to clinical practice for greater diagnostic accuracy. It’s the ideal resource for the orthopaedic surgeon and radiologist as well as the trainee and practicing pathologist. Provides extensive coverage of arthritic disorders, metabolic disturbances, soft tissue tumors, bone tumors, and rare disorders-not just tumors, which most books emphasize-for guidance on the most commonly seen conditions. Uses nearly 2000 high-quality illustrations-including pathology, histology, radiologic imaging, and schematic line diagrams-that present a clear visual correlation between pathology and clinical images to aid in diagnosis. Includes a chapter on imaging techniques, interpretation, and strategies that provides a foundation of knowledge in radiology. Features brief text, including bulleted lists of key points and information, that makes reference quick and learning easy. Offers updated coverage of immunohistochemistry and molecular pathology-along with examples from the latest imaging and pathologic techniques-to help you recognize the presentation of disorders using these approaches. Features discussions of some rare conditions, equipping you to diagnose even the least common orthopaedic disorders.