Essential Equations for Anaesthesia Key Clinical Concepts for the FRCA and EDA [Paperback]

Covers all of the equations that candidates need to understand and be able to apply when sitting postgraduate anaesthetic examinations.Written for candidates preparing for postgraduate anaesthesia examinations, this book concisely covers all of the relevant equations that may come up in questions. Each equation is simply explained and put into a clinical context, with a worked example or clinical application, and derivations provided where necessary.Written for candidates preparing for postgraduate anaesthesia examinations, this book concisely covers all of the relevant equations that may come up in questions. Each equation is simply explained and put into a clinical context, with a worked example or clinical application, and derivations provided where necessary.A sound knowledge of equations and their use, derivation and clinical application is an absolute prerequisite for any anaesthetist. As a result, equations are a favourite question topic of examiners, particularly in the viva examinations. Many candidates answer these poorly, losing valuable marks and floundering when they face what they perceive as nightmare questions. This book provides a simple, portable, reference guide to all the equations that candidates may be asked about during their examinations. The content is split into four sections; physics, pharmacology, physiology and statistics. Each equation is clearly explained, derived where necessary, and placed into a clinical context using a worked or clinically relevant example to demonstrate its use. Units and relevant terms are given and where required, clear, concise diagrams have also been provided to simplify understanding. Written by anaesthetic trainees, this is an essential resource for preparation for the FRCA, EDA and other anaesthetic examinations.Preface; Foreword; Part I. Physics: Section 1A. Gases: 1. Boyle's law; 2. Charles' law; 3. GayLussac's law; 4. Avogadro's law; 5. Universal gas equation; 6. Dalton's law of partial pressureslƒ.