๐
Chapter Introduction: What Is an Atom?
Everything around us — your desk, your food, the air you
breathe, and even your own body — is made of matter. And all matter
is made of incredibly tiny particles called atoms (เคชเคฐเคฎाเคฃु). These atoms are
so small that they cannot be seen with the naked eye!
๐️
๐
Dalton’s Atomic Theory
(1808)
In 1808, John Dalton proposed the first
scientific atomic theory based on experiments:
- All
matter is composed of tiny, indivisible particles called atoms.
- Atoms
of the same element are identical; atoms of different elements are
different.
- Atoms
cannot be created or destroyed in a chemical reaction.
- Compounds
are formed when atoms of different elements combine in fixed ratios.
๐
๐ก
๐️
Historical Journey Through Atomic Models
As scientists performed new experiments, they kept improving
the model of the atom. Each model was a step forward, but none was perfect
until more evidence arrived.
1808
Dalton
Atom = indivisible sphere
1897
Thomson
Plum pudding model
1911
Rutherford
Nuclear / Planetary model
1913
Bohr
Fixed energy shells
Modern
Quantum
Electron cloud model
⚡ Thomson’s Plum Pudding Model
(1897)
In 1897, J. J. Thomson studied cathode rays
by passing electricity through gas at very low pressure. He discovered electrons —
tiny negatively charged particles.
๐ฌ
Since atoms are neutral but contain negative electrons,
Thomson asked: where is the positive charge? His answer was the Plum
Pudding Model:
- The
atom is a sphere of positive charge.
- Electrons
are embedded (scattered) throughout this positive sphere
like plums in a pudding.
- Indian
analogy: think of it like a watermelon ๐
— the red pulp is the positive charge, and the seeds are the electrons!
Charge of an electron = −1.602 × 10⁻¹⁹ C (represented
as −1 for convenience)
๐
๐ฅ
The Gold Foil Experiment & Rutherford’s Model
๐งช The Gold Foil
Experiment (1911)
In 1911, Geiger and Marsden, working under Ernest
Rutherford, tested Thomson’s model by firing a beam of positively
charged alpha (ฮฑ) particles at an extremely thin gold foil.
⚛️
๐ Observations vs.
Expectations
|
What
Thomson’s Model Predicted |
What
Actually Happened |
|
All
ฮฑ-particles should pass straight through or be deflected only slightly |
Most
particles DID pass straight through ✅ |
|
No
sharp deflections expected |
Some
particles were deflected at very large angles ❌ |
|
Definitely
no particles bouncing back |
A few
particles bounced STRAIGHT BACK ❌ |
⚠️
๐ Rutherford’s
Conclusions — The Nuclear (Planetary) Model
- Most
of the atom is empty space — this explains why most ฮฑ-particles
passed through undeflected.
- All
the positive charge and most of the mass are concentrated
in a tiny region at the center called the nucleus (เคेंเคฆ्เคฐเค).
- Electrons
revolve around the nucleus in orbits, just like planets orbit the
Sun. Hence, this is called the Planetary Model.
๐
Diameter of atom ≈ 10⁻¹⁰ m |
Diameter of nucleus ≈ 10⁻¹⁵ m
⚠️ Limitation of Rutherford’s
Model
While it was a big step forward, Rutherford’s model couldn’t
explain why atoms are stable. Here’s the problem:
- A
charged particle moving in a circular path is constantly accelerating
(changing direction).
- An
accelerating charged particle should continuously lose energy.
- If
electrons lose energy, they should spiral inward and
eventually crash into the nucleus.
- But
this DOESN’T happen — atoms are stable! So Rutherford’s model needed
improvement.
๐ฌ
๐
๐ต
Bohr’s Model: Fixed Energy Shells (1913)
To solve the stability problem, Danish physicist Niels
Bohr proposed a new model in 1913 with a revolutionary idea: electrons
move in fixed paths and don’t lose energy while doing so!
๐ Key Postulates of
Bohr’s Model
- Electrons
move in fixed circular paths around the nucleus
called orbits, shells, or stationary states (เคธ्เคฅिเคฐ เคเค्เคทाเคं).
- Each
shell has a definite, fixed energy, so they are also called energy
levels.
- Shells
are represented by letters K, L, M, N, … or numbers n
= 1, 2, 3, 4, …
- While
in a fixed shell, an electron does NOT lose energy.
- The K-shell
(n=1) is closest to the nucleus and has the least energy.
- Energy
of shells increases as we move farther from the nucleus.
- An
electron can jump to another shell by absorbing or releasing a
fixed amount of energy equal to the energy difference between the two
levels.
NucleusK (n=1)e⁻L (n=2)e⁻M (n=3)e⁻↑ Energy increases outward
Fig: Bohr’s model showing K, L, M shells (energy levels)
around the nucleus
๐
๐
๐
๐งฉ
Subatomic Particles: Protons, Neutrons & Electrons
An atom is made of three fundamental subatomic particles.
Let’s understand each one!
|
Particle |
Symbol |
Charge |
Location |
Relative
Mass |
Discovered
By |
|
Electron
(เคเคฒेเค्เค्เคฐॉเคจ) |
e⁻ |
−1 |
Shells
(outside nucleus) |
~1/1836
of proton |
J. J.
Thomson (1897) |
|
Proton
(เคช्เคฐोเคॉเคจ) |
p⁺ |
+1 |
Inside
Nucleus |
1 unit |
Rutherford |
|
Neutron
(เคจ्เคฏूเค्เคฐॉเคจ) |
n⁰ |
0
(neutral) |
Inside
Nucleus |
~1 unit
(≈ proton) |
James
Chadwick (1932) |
๐ Discovery of the
Neutron (1932)
Scientists noticed a puzzle: Helium has 2 protons, but its
mass is about 4 times that of Hydrogen (which has 1 proton). So where
is the extra mass coming from?
In 1932, James Chadwick (a student of
Rutherford) solved this puzzle by discovering the neutron — a
particle with nearly the same mass as a proton but no electrical charge.
Neutrons are present in the nucleus of all atoms except hydrogen.
⚖️
๐
๐ข
Atomic Number, Mass Number & Notation
๐ Atomic Number (Z)
The atomic number (เคชเคฐเคฎाเคฃु เคธंเค्เคฏा) is
the number of protons in the nucleus of an atom. It is denoted
by the symbol Z.
- Atomic
number uniquely identifies an element. No two different
elements have the same atomic number.
- Since
atoms are electrically neutral, number of protons = number of
electrons.
- Example:
Hydrogen has 1 proton → Z = 1. Helium has 2 protons → Z = 2.
Atomic Number (Z) = Number of Protons = Number
of Electrons (in neutral atom)
⚖️ Mass Number (A)
The mass number (เคฆ्เคฐเคต्เคฏเคฎाเคจ เคธंเค्เคฏा) is
the total number of protons + neutrons in the nucleus. It is
denoted by the symbol A. Protons and neutrons together are called nucleons.
Mass Number (A) = Number of Protons (p⁺) +
Number of Neutrons (n⁰)
|
Element |
Protons
(Z) |
Neutrons |
Mass
Number (A) |
Electrons |
|
Hydrogen
(H) |
1 |
0 |
1 |
1 |
|
Helium
(He) |
2 |
2 |
4 |
2 |
|
Lithium
(Li) |
3 |
4 |
7 |
3 |
|
Carbon
(C) |
6 |
6 |
12 |
6 |
|
Sodium
(Na) |
11 |
12 |
23 |
11 |
๐ Standard Atomic
Notation
The symbol, atomic number, and mass number of an element are
written in a standard way:
C126↑ Mass Number (A)↑ Atomic Number (Z)← Element Symbol
Standard notation for Carbon: Mass number 12, Atomic
number 6
๐ Finding Neutrons from
Atomic & Mass Numbers:
Given: Atomic number (Z) = 17 (Chlorine), Mass
number (A) = 35
Number of neutrons = A − Z = 35 − 17
Number of Neutrons = 18
⚠️
๐ค Symbols of Elements
In 1803, Dalton introduced pictorial symbols. In 1813, Berzelius suggested
alphabetical symbols from Latin names. Today, IUPAC approves
all element names and symbols.
๐
๐ต
Electronic Configuration: How Electrons Fill Shells
The arrangement of electrons in different energy
levels/shells of an atom is called its electronic configuration (เคเคฒेเค्เค्เคฐॉเคจिเค เคตिเคจ्เคฏाเคธ).
๐ Bohr-Bury Rules for
Filling Electrons
- Maximum
electrons in a shell = 2n², where n is the shell number.
- K-shell
(n=1): max 2 electrons | L-shell (n=2): max 8 electrons
| M-shell (n=3): max 18 electrons
- The
maximum number of electrons in the outermost shell is
always 8 (except K-shell which holds only 2).
- Electrons
fill in order K → L → M → N, moving to the next shell only
after the current one is full.
Max electrons in shell = 2n² | K:
2×1²=2 | L: 2×2²=8 | M:
2×3²=18
|
Element |
Symbol |
Atomic
No. (Z) |
K |
L |
M |
Config. |
|
Hydrogen |
H |
1 |
1 |
– |
– |
1 |
|
Helium |
He |
2 |
2 |
– |
– |
2 |
|
Lithium |
Li |
3 |
2 |
1 |
– |
2, 1 |
|
Carbon |
C |
6 |
2 |
4 |
– |
2, 4 |
|
Neon |
Ne |
10 |
2 |
8 |
– |
2, 8 |
|
Sodium |
Na |
11 |
2 |
8 |
1 |
2, 8, 1 |
|
Magnesium |
Mg |
12 |
2 |
8 |
2 |
2, 8, 2 |
|
Chlorine |
Cl |
17 |
2 |
8 |
7 |
2, 8, 7 |
|
Argon |
Ar |
18 |
2 |
8 |
8 |
2, 8, 8 |
๐ Example: Electronic
Configuration of Phosphorus (P, Z=15)
๐
Valency: Combining Capacity of an Atom
๐ Key Terms
✅ The Octet Rule
Atoms are most stable when their outermost shell has 8
electrons (octet) — or 2 electrons in the case of helium (only has
K-shell).
- Elements
with a complete octet (like Ne, Ar) are inert/unreactive (noble
gases).
- Elements
with incomplete valence shells are reactive.
They lose, gain, or share electrons to complete the octet.
Valency (เคธंเคฏोเคเคเคคा) =
Number of electrons gained, lost, or shared to complete the octet
|
Element |
Electron
Config. |
Valence
Electrons |
Action |
Valency |
|
Sodium
(Na) |
2, 8, 1 |
1 |
Loses 1
electron |
1 |
|
Oxygen
(O) |
2, 6 |
6 |
Gains 2
electrons |
2 |
|
Carbon
(C) |
2, 4 |
4 |
Shares
4 electrons |
4 |
|
Chlorine
(Cl) |
2, 8, 7 |
7 |
Gains 1
electron |
1 |
|
Neon
(Ne) |
2, 8 |
8
(complete) |
No
gain/loss (stable) |
0 |
๐ก
๐งฌ
Isotopes & Isobars: Special Atomic Pairs
๐ฌ Isotopes (เคธเคฎเคธ्เคฅाเคจिเค)
Atoms of the same element that have the same atomic
number (Z) but different mass numbers (A) — i.e.,
different numbers of neutrons — are called isotopes.
๐
๐ง Isotopes of Hydrogen
Naturally occurring hydrogen is a mixture of three isotopes:
๐ฌ
☢️ Important Uses of Isotopes
- ²³⁵U —
Used as fuel in nuclear reactors to generate electricity.
- ⁶⁰Co —
Radioactive cobalt used in cancer radiation therapy.
- ¹³¹I —
Iodine isotope used to treat goitre and thyroid cancer.
- ¹⁴C —
Carbon-14 used in carbon dating — determining the age of
fossils and ancient artefacts in archaeology!
๐ก
⚖️ Average Atomic Mass
Since isotopes exist in nature in different proportions, the
atomic mass of an element is calculated as the weighted average of
its isotopes based on their abundance.
๐ Example: Weighted
Average Atomic Mass of Chlorine
Chlorine has two isotopes: ³⁵Cl (75%) and ³⁷Cl
(25%)
Note: This doesn’t mean any single Cl atom has mass 35.5
u. It’s just a weighted average over millions of atoms!
๐ Isobars (เคธเคฎเคญाเคฐिเค)
Atoms of different elements that have
the same mass number (A) but different atomic numbers
(Z) are called isobars.
|
Element |
Atomic
Number (Z) |
Mass
Number (A) |
Relation |
|
Argon
(Ar) |
18 |
40 |
All are
isobars — same mass number (40), different atomic numbers |
|
Potassium
(K) |
19 |
40 |
|
|
Calcium
(Ca) |
20 |
40 |
๐ Quick Revision Summary
⚛️ Dalton (1808)Atoms are
indivisible particles — the building blocks of matter.
⚡ Thomson (1897)Plum pudding
model — electrons embedded in positive sphere.
๐ฅ Rutherford (1911)Nuclear
model — dense nucleus at center, electrons orbit outside.
๐ต Bohr (1913)Electrons
move in fixed energy shells K, L, M, N. Stability explained.
๐ข Atomic Number (Z)Number
of protons. Uniquely identifies an element. Z = electrons.
⚖️ Mass Number (A)A = Protons
+ Neutrons. Neutrons = A − Z.
๐ต Shell Capacity: 2n²K=2,
L=8, M=18. Outermost shell max = 8 electrons.
๐ ValencyElectrons
gained/lost/shared to complete octet. Noble gases: valency = 0.
๐งฌ IsotopesSame Z,
different A. Same chemical properties. Used in medicine, energy, dating.
๐ IsobarsDifferent Z,
same A. Different elements with equal nucleon count.
⚖️ Average Atomic MassWeighted
average based on abundance of isotopes in nature.
๐งฉ Neutron (1932)Chadwick
discovered neutron — neutral particle adding mass to nucleus.
๐ Important Exam
Questions
Q1. What were the main observations of Rutherford’s gold
foil experiment and what conclusions did he draw? (CBSE — 5 Marks)
Observations: (1) Most alpha particles passed
straight through the gold foil. (2) A few alpha particles were deflected at
large angles. (3) A very few bounced straight back.
Conclusions: (1) Since most particles passed
through undeflected, most of an atom is empty space. (2) Since some
particles were sharply deflected and a few bounced back, there must be a very
small, dense, positively charged nucleus at the center of the atom.
(3) Electrons revolve around the nucleus in orbits (planetary model). The
nucleus is about 10⁵ times smaller than the atom.
Q2. Why did Rutherford’s model fail to explain atomic
stability? How did Bohr’s model solve this problem? (CBSE — 3 Marks)
Rutherford’s failure: According to classical
physics, a charged particle moving in a circular path constantly accelerates.
An accelerating charged particle continuously loses energy. If electrons lose
energy, they would spiral inward and fall into the nucleus — making atoms
collapse. But atoms are stable, so this model was incomplete.
Bohr’s solution: Bohr proposed that electrons
move in fixed stationary states (shells) where they do NOT
lose energy. Energy remains constant in a fixed shell. An electron only
gains/loses energy when jumping between shells, releasing a fixed quantum of
energy. This explained stability.
Q3. An element X has mass number 35 and 18 neutrons. Find
its (i) Atomic number (ii) Electronic configuration (iii) Valency. (CBSE — 3
Marks)
Q4. Define isotopes. Give two examples and state any two
uses of isotopes in daily life. (CBSE — 3 Marks)
Definition: Isotopes are atoms of the same
element that have the same atomic number (Z) but different mass numbers (A) due
to different numbers of neutrons.
Examples: (1) Isotopes of Hydrogen: Protium
(¹H), Deuterium (²H), Tritium (³H) — all have Z=1. (2) Isotopes of Carbon: ¹²C,
¹³C, ¹⁴C — all have Z=6.
Uses: (1) ¹⁴C (carbon-14) is used in carbon
dating to determine the age of fossils and archaeological artefacts.
(2) ²³⁵U (uranium-235) is used as fuel in nuclear reactors to
generate electricity.
Q5. Differentiate between Isotopes and Isobars with one
example each. (CBSE — 2 Marks)
Isotopes: Atoms of the same element with
same atomic number (Z) but different mass numbers (A). They have different
numbers of neutrons. Example: ¹⁶O and ¹⁸O — both have Z=8 (oxygen), but
different mass numbers.
Isobars: Atoms of different elements with
different atomic numbers (Z) but same mass number (A). Example: Argon (Z=18,
A=40), Potassium (Z=19, A=40), Calcium (Z=20, A=40) — all have mass number 40
but are different elements.