Advanced Engineering Mathematics

K.A. Stroud, Dexter J. Booth978-1-4039-0312-9

Further Engineering Mathematics provides full coverage of the mathematical topics required by undergraduate students of engineering from second-year level onwards. The text has been completely reset to match exactly the style and format of the author’s best selling and highly acclaimed introductory mathematics text, Engineering Mathematics, now in its expanded Fourth Edition. In keeping with the approach of the earlier text, the reader is guided through the development of each programmed topic and assumes increased responsibility in the learning process as greater mastery is achieved. Numerous worked examples are included and each section concludes with a revision summary, test exercises and further problems. Answers to the exercises and problems are provided.

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Table of contents :
Front cover
……Page 1
Table of contents
……Page 4
Useful background information
……Page 23
1 – Numerical solutions of equations and interpolation
……Page 26
2 – Laplace transforms 1
……Page 72
3 – Laplace transforms 2
……Page 117
4 – Laplace transforms 3
……Page 136
5 – Z transforms
……Page 169
6 – Fourier series
……Page 197
7 – Introduction to Fourier transform
……Page 256
8 – Power series solutions of ordinary differential equations
……Page 296
9 – Numerical solutions of ordinary differential equations
……Page 352
10 – Partial differentiation
……Page 395
11 – Partial differential equations
……Page 439
12 – Matrix algebra
……Page 476
13 – Numerical solutions of partial differential equations
……Page 542
14 – Multiple integration 1
……Page 591
15 – Multiple integration 2
……Page 642
16 – Integral functions
……Page 686
17 – Vector analysis 1
……Page 722
18 – Vector analysis 2
……Page 769
19 – Vector analysis 3
……Page 820
20 – Complex analysis 1
……Page 846
21 – Complex analysis 2
……Page 886
22 – Complex analysis 3
……Page 934
23 – Optimization and linear programming
……Page 965
Appendix
……Page 1014
Answers
……Page 1023
Index
……Page 1052