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The Physics of Energy Sources

Physics of Energy Sources

£25.45

Description

Please note that these books are only available to University of Manchester students and staff.

ALL ORDERS ARE COLLECTION ONLY AND WILL NOT BE POSTED.

To collect your order, please take your email confirmation of payment (print-out or on your mobile device) along with your ID card to Room G15 situated on the ground floor of the Schuster Building. Book collection will be between 13.00 and 14.00 on Monday 29 and Tuesday 30 September and again on Monday 6 and Tuesday 7 October 2025.

Physics of Energy Sources provides readers with a balanced presentation of the fundamental physics needed to understand and analyse conventional and renewable energy sources including nuclear, solar, wind and water power. It also presents various ways in which energy can be stored for future use. The book is an informative and authoritative text for students in the physical sciences and engineering and is based on a lecture course given regularly by the author.

 

Detailed Description

With the ever increasing demand for sustainable, environmentally-friendly and reliable sources of energy, the need for scientists and engineers equipped to tackle the challenges of developing and improving upon commercially viable energy sources has never been more urgent. By focusing on the physical principles governing energy production, storage, and transmission, this book provides readers with a solid foundation in the science and technology of energy sources.

Physics of Energy Sources features include:

  • Analyses of conventional and renewable energy sources in terms of underlying physical principles
  • Integrated application of a wide range of physics, from classical to quantum physics
  • Coverage of nuclear, wind, wave, tidal, hydroelectric, geothermal and solar power, including many practical systems
  • Consideration of efficiency for power production as well as energy storage and transportation
  • Consideration of key environmental issues 
  • Worked examples in text, and problems & solutions to encourage understanding
  • Derivation of formulae with a minimum of mathematical complexity