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COMPETITIVE PHYSICS

Autor Jinhui Wang & Bernard Ricardo
en Limba Engleză Hardback – 9 aug 2018
Written by a former Olympiad student, Wang Jinhui, and a Physics Olympiad national trainer, Bernard Ricardo, Competitive Physics delves into the art of solving challenging physics puzzles. This book not only expounds a multitude of physics topics from the basics but also illustrates how these theories can be applied to problems, often in an elegant fashion. With worked examples that depict various problem-solving sleights of hand and interesting exercises to enhance the mastery of such techniques, readers will hopefully be able to develop their own insights and be better prepared for physics competitions. Ultimately, problem-solving is a craft that requires much intuition. Yet, this intuition can only be honed by mentally trudging through an arduous but fulfilling journey of enigmas.
Mechanics and Waves is the first of a two-part series which will discuss general problem-solving methods, such as exploiting the symmetries of a system, to set a firm foundation for other topics.
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Specificații

ISBN-13: 9789813233942
ISBN-10: 981323394X
Pagini: 832
Dimensiuni: 175 x 250 x 49 mm
Greutate: 1.51 kg
Editura: World Scientific

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Written by a former Olympiad student, Wang Jinhui, and a Physics Olympiad national trainer, Bernard Ricardo, Competitive Physics delves into the art of solving challenging physics puzzles. This book not only expounds a multitude of physics topics from the basics but also illustrates how these theories can be applied to problems, often in an elegant fashion. With worked examples that depict various problem-solving sleights of hand and interesting exercises to enhance the mastery of such techniques, readers will hopefully be able to develop their own insights and be better prepared for physics competitions. Ultimately, problem-solving is a craft that requires much intuition. Yet, this intuition can only be honed by mentally trudging through an arduous but fulfilling journey of enigmas.

Mechanics and Waves is the first of a two-part series which will discuss general problem-solving methods, such as exploiting the symmetries of a system, to set a firm foundation for other topics.