Calculating Cation-Anion Radius Ratios for Coordination Number 8

Join us as we explore the fascinating world of ionic structures with a focus on cation-anion radius ratios for cubic coordination, where the coordination number is 8. This video breaks down the geometric principles and calculations that determine how ions pack together in a cubic arrangement.
🔍 *What You'll Learn:*
- The significance of cation-anion radius ratios in ionic compounds
- Detailed explanation of cubic coordination (CN=8)
- Step-by-step calculation of the radius ratio for cubic coordination
- Real-world examples and applications in materials science
Ideal for students, educators, and enthusiasts in chemistry and materials science. If you find this video helpful, please like, share, and subscribe for more educational content!
📚 *Resources & Links:*
- Additional reading on ionic structures and radius ratios
- Practice problems with detailed solutions
- Links to related educational videos
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#Chemistry #MaterialsScience #CubicCoordination #RadiusRatio #CoordinationNumber #IonicCompounds"
This version correctly represents cubic coordination (CN=8).

[@nawaJobipi]

thank you so much for this video. your explanation is so good! thx for helping me with my assignment. now I've come to understand this topic more and more🙏🙏

[@MidecaliEngineer]

I’m glad it did, don’t forget to share and subscribe thanks.