How to Name an Inorganic Substance serves a guide to the use of nomenclature of inorganic chemistry.
This book contains a few references to the rules for the nomenclature of organic chemistry as well as of inorganic boron compounds. This text defines inorganic compounds as substances consisting of combinations of all the elements except those that comprise mainly of certain chains and rings of carbon atoms with defined atoms and groups attached to these skeletal atoms. This book presents as well the background principles involved in or related to nomenclature, including oxidation number, coordination number, multiplying affixes, enclosing marks, and use of italic letters.
This guide also explains the various types of names used in chemistry, including substitutive names, simple binary names, molecular hydride or –ane names, and cations derived by proton addition to molecular hydrides. This book is a valuable resource for organic and inorganic chemists.
Note Of Explanation
What Is An Inorganic Compound?
Background Principles Involved in Or Related to Nomenclature
Types Of Names Used in Chemistry
1. Simple Binary Names
2. Molecular Hydride Or—ane Names
3. Substitutive Names (§C—0.1)
4. Cations Derived by Proton Addition to Molecular Hydrides
5. Oxo Acids and their Salts
6. Condensed Acids and Their Salts
7. Mixed Salts
8. Replacement Names
9. Coordination Names (§7)
10. Functional Class Names
11. Functional Suffix Nomenclature
12. Additive Names
13. Subtractive Names
Names for Ions and Radicals
Table of Atomic Weights 1975
- No. of pages:
- © Pergamon 1977
- 1st January 1977
- eBook ISBN:
Professor Yong Zhou is a recognized expert in the field of non-linear difference equations and their applications in China. He was Editor-in-Chief of Journal of Dynamical Systems and Differential Equations over 2007-2011, and is present Guest Editor at Optimization (T&F), Nonlinear Dynamics and Journal of Vibration and Control (Sage), and at Elsevier former Guest Editor of Computers & Mathematics with Applications over 2010-2012 and Applied Mathematics and Computation over 2014-2015.
Faculty of Mathematics and Computer Sciences, Zhejiang Normal University, P.R. China.