Materials Science

(9781493936779 / 25668050)
(9781337629157) - Height: 218 mm - Spine width: 31 mm - Width: 276 mm - Cengage Learning - ISBN: 9781337629157 - Number of pages: 752 - Languages: English | Materials science, Materials engineering & Understanding the principles
(9780199672677) - First edition - Oxford University Press - OUP Oxford - Height: 174mm - Spine width: 8mm - Width: 123mm - ISBN: 9780199672677 - Number of pages: 160 - Languages: English - Publication date: 01 Dec 2014 | Short Introductions
(9781579909529 / 9781579909529) - Dimensions: 1336x2768 - New edition - Asheville, United States - Lark Books,U.S. - Format: 128 pages - ISBN: 1579909523 - Languages: English
(9780273773511)
Alpha Science International Ltd (9781842659090)
(9780854420285)
(9780199680771) - Country of publication: UNITED KINGDOM - Dimensions: (H) 246mm, (W) 190mm, (D) 14mm - Oxford University Press - Reprinting - ISBN: 9780199680771 - Page count: 320 - Publication date: Thu Jun 20 00:00:00 BST 2013
First Science Library: Super Materials: 13 Easy-to-follow Experimemnts for Learning Fun. All About the Amazing Substances in the World.
(9780262525671 / 38530977) - Donald A Norman - Paperback - revised and expanded edition - MIT Press - MIT Press Ltd - In Print - Country of publication: UNITED STATES - Dimensions: 229 x 152 x 27 mm - Edition number: 2
(9781783322831)
(9781446905630) - Available - October 2012 - ISBN: 9781446905630
Butterworth-Heinemann (9780852643075)
Royal Society of Chemistry (9780854048397)
Cambridge University Press (9780521883030) | Engineering Dynamics
Cambridge University Press (9780521814010) | Situation interact
OUP Oxford (9780199651450)
(9783319237565 / 1 black & white illustrations, 163 colou)
(9783319743530) | Engineering structures arising
(9783319750095 / 31209700) | Clear vision
(9780071831451 / 9780071831451) | Schaum's Outline, Fully solved problems
Explore how calculus concepts evolve into chaotic systems with clear explanations, illustrative examples, and intuitive visualizations that connect differential equations to real‑world unpredictability.

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