Essential Statistical Physics by Malcolm P. Kennett (Author)
- Publisher: PHYSICS
- Availability: In Stock
- SKU: 48802
- Number of Pages: 263
Rs.690.00
Rs.895.00
Tags: academic physics , advanced physics book , best books , Best Price , Best Selling Books , black white print textbook , bose-einstein condensation , classical statistical mechanics , energy states in physics , entropy physics , entropy theory , Essential Statistical Physics , fermi gas , ideal gases physics , kinetic theory , Malcolm P. Kennett , microstates and macrostates , Online Bookshop , Pakistani print physics books , partition function , physical systems statistics , physics degree books , physics equations , physics learning guide , physics Pakistan print , physics student guide , physics textbook Pakistan , physics theory book , probability in physics , quantum statistical mechanics , statistical mechanics , statistical methods in physics , statistical physics book , statistical physics undergraduate , statistical thermodynamics , temperature in physics , thermal physics , thermal systems , thermodynamics and statistics
β π Title: Essential Statistical Physics
βοΈ Author: Malcolm P. Kennett
π¦ Quality: Black White Pakistan Print
πΉ Introduction:
Essential Statistical Physics introduces the foundational principles of statistical mechanics, offering insight into how microscopic properties determine macroscopic behavior in physical systems. This book is ideal for undergraduate and early graduate students in physics and related disciplines.
πΒ Key Points:
-
Covers core concepts like entropy, temperature, and partition functions clearly and concisely.
-
Bridges classical and quantum statistical mechanics.
-
Features worked examples to aid conceptual understanding.
-
Provides modern applications, including Bose-Einstein condensation and Fermi gases.
-
Suitable for independent study or academic coursework in physics.
π» Conclusion:
This book is a concise yet thorough guide to statistical physics, making it a valuable resource for physics students aiming to build a solid understanding of thermodynamics and statistical mechanics in both classical and quantum contexts.