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Complete downloadable Solutions Manual for Div Grad Curl and All That 4th Edition by Schey. INSTRUCTOR RESOURCE INFORMATION
TITLE: Div Grad Curl and All That
RESOURCE:Solutions Manual
EDITION: 4th Edition
AUTHOR: Schey
PUBLISHER: PB0
Table of content
1 Introduction
2 Vector functions
3 Electrostatics
4 Gauss’ law
5 The unit normal vector
6 Definition of surface integrals
7 Evaluating surface integrals
8 Flux
9 Using Gauss’ law to find the field
10 The divergence
11 The divergence in cylindrical and spherical coordinates
11 The Del notation
12 The divergence theorem
13 Two simple applications of the divergence
14 theorem
15 Work and line integrals
16 Line integrals involving vector functions
17 Path independence
18 The curl
19 The curl in cylindrical and spherical coordinates
20 The meaning of the curl
21 Differential form of the circulation law
22 Stokes’ theorem
23 An application of Stokes’ theorem
24 Stokes’ theorem and simpl connected regions
25 Path independence and the curl
26 Line integrals and the gradient
27 Finding the electrostatic field
28 Using Laplace’s equation
29 Directional derivatives and the gradient
30 Geometric significance of the gradient
31 The gradient in cylindrical and spherical coordinates
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