Free download Electrons, Atoms, and Molecules in Inorganic Chemistry – A Worked Examples Approach authored by Joseph J. Stephanos and Anthony W. Addison in pdf.
This book presents the chemical concepts that govern the chemistry of molecular construction. The emphasis is on the building up of an understanding of essential principles and on familiarization with basic inorganic concepts. Necessary background information is introduced to comprehend the field from both chemical and practical areas.
The book explains and details the fundamentals that serve as a source of numerous basic concepts of methods and applications. The combination of the basic concepts, methods and applications with example exercises yields a more positive outcome for students and teachers.
This book is divided into 11 chapters, and covers a full range of topics in inorganic chemistry: wave-particle duality, electrons in atoms, chemical bonding, molecular symmetry, theories of bonding, valence bond theory, VSEPR theory, orbital hybridization, molecular orbital theory, crystal field theory, ligand field theory, vibrational, rotational, and electronic spectroscopy, magnetism and finally, a mathematics supplement outlining the necessary methods.
Contents
- Particle Wave Duality
- Electrons in Atoms
- Chemical Bonding
- Molecular Symmetry
- Valence Bond Theory and Orbital Hybridization
- Molecular Orbital Theory
- Crystal Field Theory
- Ligand Field Theory
- Vibrational Rotational Spectroscopy
- Electronic Spectroscopy
- Magnetism
Free download Electrons, Atoms, and Molecules in Inorganic Chemistry – A Worked Examples Approach authored by Joseph J. Stephanos and Anthony W. Addison in pdf from following download links.
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File Size: 30.9 MB. Pages: 763. Download Instructions. Please read Disclaimer.
You may also like to download the following books for free:
- Descriptive Inorganic Chemistry (3rd Edition) written by James E. House and Kathleen A. House in pdf.
- Essential Chemistry – Atoms, Molecules and Compounds By Philip Manning
- Essential Chemistry for Cambridge IGCSE (2nd Edition) By Roger Norris
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