Packing fraction of hexagonal close packing system in three dimension(3D)-Solid State chemistry
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- čas přidán 20. 08. 2024
- #solidstatechemistry
#packingfractionofhcp
#hcp3D
#effectivenumberofatomshcp
#hexagonalclosepacking
#Volumeofhcp
#V=24root2r3
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very hardworking lady....
Thank you mam, you cleared my whole confusion about this topic
great work i couldn't learn it in my classes but you explained it so well that i can make someone understand it
Very thanks for u mam 🤝
Amaizing video✌👍
Amaizing video !
v good to listen and learn
Good information mem
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Gem of an explanation, ma'am! thanks.
BEAUTIFULLU EXPLAINED
Thank you very much!
Amazing explanation..
Thank you so much for your detailed explanation!!! You made it easy to understand.
thank you so much, mam.a picturesque explanation indeed.
Super
very good!
Thank you so much mam❤❤..
Excellent mam🎉
Great work!
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u saved my midterm
Nice ❤
Thanking You very much Mam.
Excellent explanation ma'am 🙏
💯💯💯
God bless you
Very great and accurate mam ( actually I got many video but they were doing wrong even though one person answer as 91%😂)
bro it was of 2d hcp unit cell
@@IMPULSE17 no no , she is also going the same 3d only with the same structure
Thank you very much
madam u r my hero
Nice explanation join pw mam ❤️❤️
Thank you mam🥰😍
Fiinal answer is using π/3√2= 0.604 so paking factor is 60.4 ... But in hcp is 74 ...
i think she made a mistake on area of hexagon should be 3 times root3 divide by 2 times r^2
You are better than my Professor.
why is the triangl´s area √3 r^2 and not √3 r^2 /4
here, r is the radius of the atom, not the length of an arm of the triangle. And length of one arm of triangle is double the radius of atom. So, if you substitute the value of side of a triangle with radius of the atom, the 4 in the bottom got vanished.