Amical 1 (A1) - Livre + 1MP3 CD + Corriges 課本+ 1MP3-CD +解答本 (1版)

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【進口商所提供書籍偶有書角微瑕疵,不影響閱讀 “”此書不收退 不介意書角問題再下單””】 Amical 1 (A1) - Livre + 1MP3 CD + Corriges 課本+ 1MP3-CD +解答本 料號(EAN)： 9782090386028 ISBN： 978-2-09-038602-8 作 者： Sylvie Poisson-Quinton , Evelyne 出 版 社： CLE 適用程度： 初級 出版日期： 2011/2/15 商品配件： Student Book 系列名稱： Amical 級 別： A1 內容簡介 Amical 1, c’est : • Un livre de l’élève avec – 24 leçons regroupées en 6 Unités – Un précis grammatical – Un lexique en 5 langues (français, anglais, japonais, chinois et arabe) – Un CD mp3 individuel inclus. • Un cahier d'activités avec CD audio • Un guide pédagogique détaillé avec fiches d'auto-évaluation photocopiables • Deux CD audio collectifs • Un lexique multilingue additionnel téléchargeable (turc, coréen et espagnol) 【系列介紹】 ▌專為非法語區國家設計的法語學習教材，按照歐洲標準級數分為A1 及A2 二冊。 ▌每冊6 大單元，共24 課。課程總時數為80-100 小時，課文及練習皆採雙跨頁設計，每課先提供了會話、發音、文法與字彙等學習重點，緊接者是聽說讀寫及文法的整合練習，讓學習者能學以致用，加深記憶。 ▌會話教學內容取材生活化，從基本的打招呼，個人介紹乃至購物、生日宴會、參觀遊覽、家庭成員介紹、職業規畫等，讓學習者可以快速培養基本溝通能力。 ▌A1 的前五大單元（20 課）內文與CLE 推出的＜ INTRO＞內容相同，請參考本目錄第 22 頁。第六單元則為新增部份。除此差異外，＜ AMICAL ＞在每課結束後有與＜INTRO ＞相同的學習回顧，另提供了更豐富的練習。 線上課本樣頁 >>> http://widget.editis.com/cle/9782090386028#page/1/mode/2up

A Brief Introduction to Classical Mechanics with Illustrative Problems

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Based on the lecture notes for a course on Classical Mechanics, students with a basic knowledge of calculus should be able to follow this book. Unlike other textbooks, exercises are not included because the main goal is to equip students with the skills to problem-solve. An old-fashioned yet efficient method has been to provide a step-by-step derivation of the fundamental formulas, giving students an overview of the subject through various illustrative examples and showing how to apply the general results to relevant problems in Classical Mechanics. Sample Chapter(s) Preface Chapter 1: Force and Energy Contents: Force and Energy Newtonian Gravity Scattering and Systems of Particles Non-Inertial Frames Extended Rigid Bodies Lagrangian Formulation Hamiltonian Formulation Variational Problems Appendices: Derivation of the Lagrange Equations Prolate and Oblate Coordinates Laplace Equation Readership: Graduate students in Classical Mechanics with a basic knowledge of Calculus.

An Introduction to Special Relativity for Radiation and Plasma Physics

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This textbook introduces the topic of special relativity, with a particular emphasis upon light-matter interaction and the production of light in plasma. The physics of special relativity is intuitively developed and related to the radiative processes of light. The book reviews the underlying theory of special relativity, before extending the discussion to applications frequently encountered by postgraduates and researchers in astrophysics, high power laser interactions and the users of specialized light sources, such as synchrotrons and free electron lasers. A highly pedagogical approach is adopted throughout, and numerous exercises are included within each chapter to reinforce the presentation of key concepts and applications of the material.

A Student's Guide to Special Relativity

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This compact yet informative Guide presents an accessible route through Special Relativity, taking a modern axiomatic and geometrical approach. It begins by explaining key concepts and introducing Einstein's postulates. The consequences of the postulates – length contraction and time dilation – are unravelled qualitatively and then quantitatively. These strands are then tied together using the mathematical framework of the Lorentz transformation, before applying these ideas to kinematics and dynamics. This volume demonstrates the essential simplicity of the core ideas of Special Relativity, while acknowledging the challenges of developing new intuitions and dealing with the apparent paradoxes that arise. A valuable supplementary resource for intermediate undergraduates, as well as independent learners with some technical background, the Guide includes numerous exercises with hints and notes provided online. It lays the foundations for further study in General Relativity, which is introduced briefly in an appendix.

UNUSUALLY SPECIAL RELATIVITY

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Iconoclastic physics professor and artist Andrzej Dragan presents a unique feast of knowledge on special relativity in a straightforward, progressive manner that even a savvy high school student could follow. Encompassing the derivation of Lorentz transformations to Wigner rotations and Thomas precession; from non-inertial accelerated reference frames to event horizons, curved spacetime, and static black holes; and from the Doppler effect to relativistic structure of electromagnetism, Dragan peels back the enigmatic layers of modern physics to enable a deeper understanding of Einstein's groundbreaking theory. Comprehensive and elegantly written, full of insightful apparent paradoxes and riddles, but without any complicated math, Dragan's unique overview takes the reader well beyond the orthodox verses of standard Special Relativity to the bleeding edge of "new-fangled" superluminal apocrypha and their relation to Quantum Theory. The book is based on a course on Special Relativity and acclaimed by students taught by Dragan who is a leader of a research group on Relativistic Quantum Information theory at the University of Warsaw and the National University of Singapore.

Special Relativity for Physicists

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SPECIAL RELATIVITY FOR PHYSICISTS 2019 (P) ISBN： 9780486836607 類別： 物理學Physics 出版社： DOVER PUBLICATIONS, INC. 作者： STEPHENSON 年份： 2019 裝訂別： 平裝 頁數： 128頁 "Even in the most technical sections, the authors' writing is delightfully lucid, and they give many applications to classical and modern physics . . . Undergraduates, and those who require some understanding of special relativity for their work in other fields, will find this elegant work a pleasure to read." — Technology This concise account of special relativity is geared toward nonspecialists and belongs in the library of anyone interested in the subject and its applications to both classical and modern physics. The treatment takes a historical point of view, without making heavy demands on readers' mathematical abilities; in fact, the theory is developed without the use of tensor calculus, requiring only a working knowledge of three-dimensional vector analysis. Topics include detailed coverage of the Lorentz transformation, including optical and dynamical applications, and applications to modern physics. An excellent bibliography completes this compact, accessible presentation. Reprint of the Longmans, London, 1958 edition.