To save content items to your account,
please confirm that you agree to abide by our usage policies.
If this is the first time you use this feature, you will be asked to authorise Cambridge Core to connect with your account.
Find out more about saving content to .
To save content items to your Kindle, first ensure no-reply@cambridge.org
is added to your Approved Personal Document E-mail List under your Personal Document Settings
on the Manage Your Content and Devices page of your Amazon account. Then enter the ‘name’ part
of your Kindle email address below.
Find out more about saving to your Kindle.
Note you can select to save to either the @free.kindle.com or @kindle.com variations.
‘@free.kindle.com’ emails are free but can only be saved to your device when it is connected to wi-fi.
‘@kindle.com’ emails can be delivered even when you are not connected to wi-fi, but note that service fees apply.
Are you a medical student preparing for the UKMLA exam? Look no further than The UKMLA Applied Knowledge Test: Clinical Presentations and Conditions. This comprehensive revision guide is an essential resource for any student looking to succeed in the exam. The text follows the General Medical Council's exam content map, covering all of the clinical presentations and conditions listed as being required for the examination. The text is further organised by 18 areas of clinical practice, each led by a specialist in the relevant field. The book features over 450 colour illustrations, and follows an easy to read, consistent layout throughout. Each topic covers clinical examination, diagnosis, management, treatment options and more. An essential preparation guide for UK based medical students, and students sitting the PLAB examination.
The universe we live in is both strange and interesting. This strangeness comes about because, at the most fundamental level, the universe is governed by the laws of quantum mechanics. This is the most spectacularly accurate and powerful theory ever devised, one that has given us insights into many aspects of the world, from the structure of matter to the meaning of information. This textbook provides a comprehensive account of all things quantum. It starts by introducing the wavefunction and its interpretation as an ephemeral wave of complex probability, before delving into the mathematical formalism of quantum mechanics and exploring its diverse applications, from atomic physics and scattering, to quantum computing. Designed to be accessible, this volume is suitable for both students and researchers, beginning with the basics before progressing to more advanced topics.
This self-contained and detailed text, will benefit students in gaining thorough understanding of fundamental concepts and applications of different manufacturing processes. Starting from basic knowledge, the readers are guided through important manufacturing processes including metal casting, metal forming and shaping processes, powder metallurgy, gas welding, electric arc welding and cutting processes. Description of shell moulding, explosive forming and electro-hydraulic forming is given in detail. Numerous review questions, fill in the blanks and multiple choice questions are included throughout the text to help the reader self-test their understanding of the subject matter. This text is the ideal resource for mechanical, industrial and production engineering undergraduates taking an introductory, single-semester course in manufacturing processes.
Cicero's last dialogue, De amicitia, is a work of stylistic brilliance containing the fullest examination of the values and problems of friendship to survive from the Greco-Roman world. How do we make (and lose) friends? If a conflict arises between personal affection and ethical behavior, how do we decide what is right? What kinds of people make the most suitable friends? Written in 44 BCE, De amicitia provides both a striking analysis of the conflicts between personal and civic loyalty and a strong statement about the close links between friendship, wisdom, and virtue. In the first full commentary on De amicitia in more than a century, Katharina Volk and James Zetzel provide an illuminating guide to the dialogue, explaining language and style, philosophy, and historical context. An appendix contains a text with commentary of Cicero's famous correspondence with Matius about political and personal loyalty after the assassination of Caesar.
Engineering mechanics is the branch of engineering that applies the laws of mechanics in design, and is at the core of every machine that is designed. This book offers a comprehensive discussion of the fundamental theories and principles of engineering mechanics. It begins by explaining the laws and idealization of mechanics, and then establishes the equation of equilibrium for a rigid body and free body diagram (FBD), along with their applications. Chapters on method of virtual work and mechanical vibration discuss in detail important topics such as principle of virtual work, potential energy and equilibrium and free vibration. The book also introduces the elastic spring method for finding deflection in beams and uses a simple integration method to calculate centroid and moment of inertia. This volume will serve as a useful textbook for undergraduates and engineering students studying engineering mechanics.
There are four forces in our universe. Two act only at the very smallest scales and one only at the very biggest. For everything inbetween, there is electromagnetism. The theory of electromagnetism is described by four gloriously simple and beautiful vector calculus equations known as the Maxwell equations. These are the first genuinely fundamental equations that we meet in our physics education and they survive, essentially unchanged, in our best modern theories of physics. They also serve as a blueprint for what subsequent laws of physics look like. This textbook takes us on a tour of the Maxwell equations and their many solutions. It starts with the basics of electric and magnetic phenomena and explains how their unification results in waves that we call light. It then describes more advanced topics such as superconductors, monopoles, radiation, and electromagnetism in matter. The book concludes with a detailed review of the mathematics of vector calculus.
Any education in theoretical physics begins with the laws of classical mechanics. The basics of the subject were laid down long ago by Galileo and Newton and are enshrined in the famous equation F=ma that we all learn in school. But there is much more to the subject and, in the intervening centuries, the laws of classical mechanics were reformulated to emphasis deeper concepts such as energy, symmetry, and action. This textbook describes these different approaches to classical mechanics, starting with Newton's laws before turning to subsequent developments such as the Lagrangian and Hamiltonian approaches. The book emphasises Noether's profound insights into symmetries and conservation laws, as well as Einstein's vision of spacetime, encapsulated in the theory of special relativity. Classical mechanics is not the last word on theoretical physics. But it is the foundation for all that follows. The purpose of this book is to provide this foundation.
Take anything in the universe, put it in a box, and heat it up. Regardless of what you start with, the motion of the substance will be described by the equations of fluid mechanics. This remarkable universality is the reason why fluid mechanics is important. The key equation of fluid mechanics is the Navier-Stokes equation. This textbook starts with the basics of fluid flows, building to the Navier-Stokes equation while explaining the physics behind the various terms and exploring the astonishingly rich landscape of solutions. The book then progresses to more advanced topics, including waves, fluid instabilities, and turbulence, before concluding by turning inwards and describing the atomic constituents of fluids. It introduces ideas of kinetic theory, including the Boltzmann equation, to explain why the collective motion of 1023 atoms is, under the right circumstances, always governed by the laws of fluid mechanics.
In this chapter, we (a) introduce the notion of a convex problem in cone-constrained form, (b) present the Lagrange function of a cone-constrained convex problem, (c) prove the convex programming Duality Theorem in cone-constrained form, and (d) discuss conic programming and conic duality, and present the conic programming Duality Theorem.
We introduce the reader to the physics underlying four key qubit technologies: photons, spins, ions, and superconducting circuits, and their pros and cons are discussed.
The key issue of two-qubit gates is discussed in this chapter: there are two basic approaches: direct interaction (which is easy but short-ranged) and using a quantum data bus, which is the key ingredient of the Cirac-Zoller gate.
In this chapter we present convex programming optimality conditions in both sadde point form and Karush--Kuhn--Tucker form for mathematical programming, and also optimality conditions for cone-constrained convex programs and for conic problems. We conclude the chapter by revisiting linear programming duality as a special case of conic duality and reproducing the classical results on the dual of a linearly constrained convex quadratic minimization problem.