Download FUNDAMENTAL MATH AND PHYSICS FOR SCIENTISTS AND ENGINEERS EDIT BY DAVID YEVICK AND HANNAH YEVICK
CONTENTS ELECTRICAL ENGINEERING :
1- Introduction
2- Problem Solving
3- Scientific Programming
4- Elementary Mathematics
5- Vectors and Matrices
6- Calculus of a Single Variable
7- Calculus of Several Variables
8- Calculus of Vector Functions
9- Probability Theory and Statistics
10- Complex Analysis
11- Differential Equations
12- Transform Theory
13- Partial Differential Equations and Special Functions
14- Integral Equations and the Calculus of Variations
15- Particle Mechanics
16- Fluid Mechanics
17- Special Relativity
18- Electromagnetism
19- Wave Motion
20- Quantum Mechanics
21- Atomic Physics
22- Nuclear and Particle Physics
23- Thermodynamics and Statistical Mechanics
24- Condensed Matter Physics
25- Laboratory Methods
INTRODUCTION FUNDAMENTAL MATH AND PHYSICS FOR SCIENTISTS AND ENGINEERS:
Unique among disciplines, physics condenses the limitlessly complex behavior of nature into a small set of underlying principles. Once these are clearly understood and supplemented with often superficial domain knowledge, any scientific or engineering problem can be succinctly analyzed and solved. Accordingly, the study of physics leads to unsurpassed satisfaction and fulfillment.
This book summarizes intermediate-, college-, and university-level physics and its associated mathematics, identifying basic formulas and concepts that should be understood and memorized. It can be employed to supplement courses, as a reference text or as review material for the GRE and graduate comprehensive exams.
Since physics incorporates broad areas of science and engineering, many treatments overemphasize technical details and problems that require time-consuming mathematical manipulations. The reader then often loses sight of fundamental issues, leading to gaps in comprehension that widen as more advanced material is introduced.
This book accordingly focuses exclusively on core material relevant to practical problem solving. Fine details of the subject can later be assimilated rapidly, effectively placing leaves on the branches formed by the underlying concepts.
Mathematics and physics constitute the language of science. Hence, as with any spoken language, they must be learned through repetition and memorization. The central results and equations indicated in this book are therefore indicated by shaded text. These should be rederived, transcribed into a notebook or review cards with a summary of their derivation and memorized. Problems from any source should be solved in conjunction with this book; however, undertaking time-consuming problems without recourse to worked solutions that indicate optimal calculational procedures is not recommended.
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