Modern Periodic Law & Table Structure

🎯 Remember: Modern Periodic Law states that properties of elements are periodic functions of their atomic numbers (not atomic mass!). This happened after scientists discovered atomic structure.

💡 Key NEET Concept: Atomic number (Z) = Nuclear charge = Proton count = Electron count in neutral atoms

Periodic Table Layout

  • 📏 Rows = Periods (7 total)
  • 📐 Columns = Groups (numbered 1-18 by IUPAC)
  • Period number = Highest principal quantum number (\(n\)) in that row
PeriodElementsOrbitals Filled
121s
282s, 2p
383s, 3p
4184s, 3d, 4p
5185s, 4d, 5p
6326s, 4f, 5d, 6p
7Incomplete7s, 5f, 6d, 7p

✨ Special placement: Lanthanoids & actinoids are shown separately at the bottom (they fit in periods 6 & 7).


Naming Superheavy Elements (Z > 100)

🔬 For newly discovered elements, IUPAC uses temporary systematic names based on atomic number digits:

DigitRootAbbrev.
0niln
1unu
2bib
3trit
4quadq
5pentp
6hexh
7septs
8octo
9enne
💡 Naming Formula: Rootdigit1 + Rootdigit2 + Rootdigit3 + “ium”
Example for Z=120: un + bi + nil + ium = unbinilium (symbol: Ubn)

✅ Permanent names honor scientists/places (e.g., Z=106: Seaborgium for Glenn Seaborg). All elements up to Z=118 have official names now!


Electronic Configurations & Periodicity

⚛️ Period number tells you the valence shell (\(n\) value):

  • Period 1: Fills 1s orbital (e.g., H: \(1s^1\), He: \(1s^2\))
  • Period 2: Fills 2s→2p (e.g., Li: \(1s^22s^1\), Ne: \(1s^22s^22p^6\))
  • Period 4: Fills 4s→3d→4p (first transition series!)
  • Period 6: Fills 6s→4f→5d→6p (lanthanoids)
🚨 NEET Hotspot: Transition elements appear when filling d-orbitals!
• Period 4: Scandium (Z=21, \(3d^14s^2\)) to Zinc (Z=30, \(3d^{10}4s^2\))
• Period 6: Cerium (Z=58) to Lutetium (Z=71) for 4f-series

Key NEET Takeaways

  1. 📌 Modern Periodic Law is based on atomic number (Z)
  2. 📌 IUPAC group numbering is 1-18 (forget IA/IIA!)
  3. 📌 Period number = Highest \(n\) in valence shell
  4. 📌 Naming of Z>100: Use digit roots (un+bi+nil+ium)
  5. 📌 d-block starts when filling (n-1)d orbitals, f-block when filling (n-2)f