Packing fraction of SCC, FCC and BCC cubic unit cells- Solid state chemistry
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- Опубликовано: 20 сен 2024
- Effective number of atoms of simple cubic unit cell, Face centered cubic unit cell and Body centered cubic unit cell has been explained. The relation between edge length of the unit cell and the radius of the atom has also been explained for deriving the Packing fraction of SCC, FCC and BCC unit cells.
Link for finding the contribution of atoms based on its position:
• Trick to solve formula...
#Solid State Chemistry
#Packing Fraction of Simple Cubic
#Packing Fraction of Face centered Unit cell
#Packing Fraction of Body Centered unit cell
Effective number of atoms of SCC, FCC and BCC
Great explaination, thank you so much - from a Masters student in Germany
Ma’am you are genuinely the best!! Thank you so much for doing this, really really helped me out!!
Packing factor of hcp also needed.
Thank you so much for your efforts. I able to learn the concept completely seeing this video. 🙏
Thank u... I can see your effort... Your explanation was daam good even good presentation... Impressive😍👍🤩... Thank u Mam...
Thank you cordially from a bsc first year engineering student.
Thank you 😊 ma'am for your efforts ❤️
Good technique of taught ❤
Great effort.
Thanks a lot for clearing doubts.
Thank you ma'am for clearing my all doubt💞.
Thank you sooooo much ma’am. Thank you very much , your way of teaching is very simplified and easy . I have seen many videos but never understood it and every time I wrote wrong answer in paper and have come empty handed . Thank you soo much maam
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Thx for your effort miss
From Egypt
Welcome 🙏
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This was very helpful thank you
Welcome
Which set of following characteristics for ZnS crystal is correct?
(a) Coordination number (4 : 4); ccp; Zn⁺⁺ ion in the alternate tetrahedral voids
(b) Coordination number (6 : 6); hcp; Zn⁺⁺ ion in all tetrahedral voids.
(c) Coordination number (6 : 4); hcp; Zn⁺⁺ ion in all octahedral voids
(d) Coordination number (4 : 4); ccp; Zn⁺⁺ ion in all tetrahedral voids.
Option a
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@@letdesignsomething7266 sure !
Best explanation for ever❤️
This was great ma'am. Thankyou so much
Madam you are an excellent teacher.....kindly make videos on motifs
Thank u so much medam..🙏🙏 your teaching is so beautiful and all things are easily understanding... love u mem🤗 plz make more videos mem..🙏
Bahut bada doubt solve ho gaya thanks mam i am hindi medium student but sb samjh aa gaya 🤩
Good explanation ,, thanks alot
You explained very easily ma'am
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🙏🙏🙏
Simple and great ❤
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follow you from Egypt 😊
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Best explanation,,thanks ma'am
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🙏
Tq ..
Ma'am you have a mistake on number of (r) it's should be (3r)not (4r)
Isn't it supposed to be 6r ??
All doubts cleared ❤
Thank you ma'am for your efforts
Thanks again
my emotion is above i thinking so much thanks
opiest explanation mam!!!........😊😊🙏👌bestest explanation i ever seen...😍👌
Great effort 👍👍
Thank you that was so useful 💕
Thank u so much mam😊❤
Madam very nice❤️🤩🤩🥰🥰😍😍😍.....how we will get no.of lattice points??tell me Madam please
Nice .
WELL EXPLAINED
Thank you ❤️
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great
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Tysm👍🏻
Thanks mam
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Thank you ma'am
Assertion : In ZnO, the excess Zn^(2+) ions are present in interstitial sites. Reason : Metal excess crystals have either missing cation or anion in interstitial site.
Kindly solve this question
Great madam 🙏
Thank you mam 💓
Good job
How the contribution of face centre cube is 1/2?
Picture a huge cube containing multiple of these smaller cubes, the corner atoms will be in 8 dimensions while the face centre atoms will only be in 2. This basically means a corner atom would be in 8 cubes, thus it's volume will be 1/8 per cube while the volume of a center atom will be divided by 2 cubes which means 1/2V per cube.
On 15:49 i feel there was a mistake. Is the AD=4r or 6r. I feel its 6r.
It is 4r. For two atoms at the corners only you have to count only 1r for each and for the atom in the centre. It is 2r. Hence 1r+1r+2r=4r
Mam diagram shows only 7 corner atom
14:18 pe 1×1+1 aayega
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Why can't you say the mathematical problems by line to line why are you like a bullet train mam??
Thank you so much