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From the Publisher, this book, "Quantum Physics for Beginners," is not your typical 300-page physics book filled with incomprehensible mathematical formulas. Instead, it has been written to clearly and concisely describe the quantum world, making this complex topic accessible to all. The book covers the main events that led to the development of quantum physics, from the first experiments to the modern applications in quantum computing and ultra-precise clocks. Readers will follow the evolution of quantum physics not only through complex mathematical formulas but also through the description of the main experiments that led to the most important discoveries in this field.
The book takes the reader on a journey, starting from Young and Schrödinger, and progressing to Planck and the ongoing research work on quantum computers at Google, IBM, and other tech companies. Readers will learn about the scientists who have contributed the most to the development of quantum physics, and they will read about the challenges they faced and the discoveries they made.
This book is a departure from the traditional physics textbook, as it aims to make the complex topic of quantum physics accessible to a wider audience. By focusing on the key concepts and experiments, the author has created a resource that is both informative and engaging. Whether you are a student of physics, a curious reader, or someone interested in the latest advancements in technology, this book is sure to provide you with a deeper understanding of the quantum world and the remarkable scientists who have shaped its development.
product information:
Attribute | Value | ||||
---|---|---|---|---|---|
publisher | Independently published (March 14, 2021) | ||||
language | English | ||||
paperback | 103 pages | ||||
isbn_13 | 979-8718003864 | ||||
item_weight | 5.3 ounces | ||||
dimensions | 6 x 0.24 x 9 inches | ||||
best_sellers_rank | #2,963 in Books (See Top 100 in Books) #1 in Atomic & Nuclear Physics #1 in Waves & Wave Mechanics (Books) #7 in Quantum Theory (Books) | ||||
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