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59 EXCELLENCIA JUNIOR COLLEGESS H A M I R P E T | M A D H A P U R | S U C H I T R A | E C I L
CLASSIFICACLASSIFICACLASSIFICACLASSIFICACLASSIFICATION OF ELEMENTS TION OF ELEMENTS TION OF ELEMENTS TION OF ELEMENTS TION OF ELEMENTS AND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PROPEROPEROPEROPEROPERTIESTIESTIESTIESTIES
CLASSIFICACLASSIFICACLASSIFICACLASSIFICACLASSIFICATION OF ELEMENTSTION OF ELEMENTSTION OF ELEMENTSTION OF ELEMENTSTION OF ELEMENTS
AND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PRAND PERIODICITY IN PROPEROPEROPEROPEROPERTIESTIESTIESTIESTIESSYNOPSIS
Fundamentals
Ø At present around 114 elements are known.
Ø Out of these, recently discovered elements are not
natural but synthetic.,
Ø Elements coming after 92 atomic number are known
as “Trans Uranic Elements” or
“SyntheticElements” and they are
“Radioactive”.
Dobereiner Law of Triads
Ø Doberenier between 1815-1829 gave his law of
triads .
Ø A triad is a certain group of 3 elements with similar
properties.
Ø According to him in the triads the atomic weight
of the middle element was approximately the
arithmetic mean of the other two.
Also the properties of the middle element were in
between those of other two members.
eg-1:
Element Li Na K
Atomic wt. 7 23 39
Mean of atomic masses =7 39
232
+=
eg-2:
Element Cl Br I
Atomic wt. 35.5 80 127
Mean of atomic masses =
35.5 12781.25
2
+=
eg-3:
Element Ca Sr Ba
Atomic wt. 40 88 137
Mean of atomic masses =40 137
88.52
+=
Ø But in some triad all the three elements possessednearly equal atomic masses, hence the law wasrejected ,
eg: (Fe, Co, Ni) ; (Os, Ir, Pt) etc
According to him the properties of elements havesome relationship with their atomic masses.
De - Chancourtois Classification:
(Telluric Helix)
Ø In 1862 De-Chancourtois arranged the known
elements in order of increasing atomic weights and
made cylindrical table of elements to display the
periodic reoccurance of properties.
Newland Octaves:
Ø Newland in 1865 presented the law of Octaves “If
the known elements are arranged in the increasing
order of their atomic weights ,then the 8th element
had properties similar to those of first element” as
the eight note of octaves.
eg : Li Be B C N O F
Na Mg Al Si P S Cl
K Ca
Note: This law is true only for the elements up to
calcium.
Lother Meyer
Ø Lother Mayer (Germany) and Mendeleev
(Russia) quite independently evovled identically and
showed the connection between the periodicity of
properties and atomic masses of elements.
Ø Lother Meyer plotted the physical properties such
as atomic volume,melting point and boiling point
against atomic weight and obtained a periodically
repeated pattern.
Ø Lother Meyer calculated the atomic volumes of
known elements as the ratio of molecular weight
and density.
The findings of Lother Meyer curves are :
Ø Alkali metals having the largest atomic volumes
occupy the maxima of the curve.
Ø The alkaline earth metals (Mg ,Ca ,Sr,Ba) occupy
the mid point positions on the descending portions
of curve.
Ø Halogens occupy position on ascending portions
of the curve before inert gases.
Ø The transition elements occupy minima of the curve.
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Mendeleev’s Classification of
Elements Periodic LawØ The physical and chemical properties of the
elements are periodic functions of their atomic
weights.
Ø Mendeleev’s periodic table is also known as short
form of periodic table.
Ø While arranging the elements in the periodic table,
he not only followed the increasing order of atomic
weights but also considered their properties.
Ø In original Mendeleev periodic table only 63
elements were known.
Ø The elements which are most widely distributed
in nature have small atomic weights and posses
sharply defined properties.
Ø Mendeleev observed that elements with similar
properties have
i) Almost same atomic weight.
eg : Fe(56), Co(59), Ni(59)
ii) Atomic weights increasing constantly
eg : K(39), Rb(85), Cs(133)
Ø Vertical columns are called groups and there are
nine groups ( 0 to 8th) and horizontal rows are called
periods and there are seven periods.
Ø The first three periods are short periods and
remaining are long periods. Each long period has 2
rows of elements or 2 series of elements
Ø Leaving 0 and VIII ,each group is subdivided into
subgroups known as A and B group.
Ø Group VIII of the Mendeleev’s table consists of
three triads known as transition triads and
they are
i) Iron, Cobalt and Nickel
ii) Ruthenium, Rhodium and Palladium
iii) Osmium, Iridium and Platinium
Ø Zero group elements were not known at the time
of Mendeleev and later introduced by R a m s a y
and Rayleigh.
Ø Mendeleev has a fore sight to leave some gaps in
the periodic table for 3 - elements and these
elements are discovered later and included in the
table. Those three elements are
1) Eka boron presently known as Scandium
2) Eka silicon presently known as Germanium
3) Eka aluminium presently known as Gallium
Ø Mendeleev corrected the atomic weights of
Beryllium, Indium and Osmium by using
corrected valency of elements
Atomic Wt. = Equivalent Wt. x valency. .
Merits:
Ø He gave an elaborate and
comprehensive system of classification ,based on
broad range of physical and chemical properties.
Ø He broadly left some gaps in discovered elements.It
led to discovery of some new elements
eg: Ge, Sc, Ga etc.
Demerits
Ø Some elements with higher atomic weight were
placed before lower atomic weight elements in order
to maintain similar chemical nature of elements and
are called inverted pairs or anamolous pairs.
Anamalous pairs of Mendeleev’s periodic table
are
a) Ar-K b) Co-Ni c) Te-I and d) Th - Pa
Ø Position of hydrogen was not made clear.
Ø Position of lanthanides are uncertain.
Ø No place for noble or inert gases .
Ø Absence of similarity in sub-groups
eg: alkali metals (IA) and coinage metals IB
(Cu,Ag,Au)
Ø Isotopes are not included
Ø Cause of periodicity is not known
Atomic NumberØ Moseley discovered the atomic numbers from
X-ray spectra of elements by bombarding the
elements with cathode rays and the elements emitted
respective X-rays of characteristic frequency.
Ø Atomic number ‘Z’ can be related to frequency of
the X-rays emitted by using ( )v a Z b= − where
a and b are constants for an element. As atomic
number increases the frequency of characteristics
X-rays increases.
Ø A plot of
v
against Z gives a straight line.
Ø Atomic number has provided a better basis for the
periodic arrangement of the elements.
Plot of υ and atomic number (z)
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Modern periodic lawØ Physical and chemical properties of the elements
are periodic functions of their atomic numbers and
electronic configuration.
Long Form of Periodic TableØ Neil’s Bohr constructed the long form of periodic
table.
Ø Modern periodic table or the long form of periodic
table is based on the electronic configurations of
the elements.
Ø There are 18 groups and 7 periods in the periodic
table.
Periods (Horizontal Rows)Ø In periods, elements are arranged in the increasing
order of their atomic numbers.
Ø The electron by which an element differs from its
previous element is called “differentiating
electron”.
Ø In each period, the differentiating electron enters
into the “s” orbital in the first element and “p” orbital
in the last element.
Ø In periods, elements are arranged according to the
“(n+l)” values order (Aufbau-Rule).
Ø Long form of the periodic table is a Graphical
Representation of the Aufbau-Rule.
Ø Generally every period starts with an Alkali Metal
and ends with Noble gas.
Ø Period number corresponds to the highest principal
quantum number (n) of the elements in the period.
eg : First period contains 2 elements, the
subsequent periods consists of 8, 8, 18, 18 & 32
elements.
RememberØ In first period, 1s orbital is filled (shortest period)
Ø In second period, 2s, 2p orbital are filled (I short
period)
Ø In third period, 3s, 3p orbitals are filled (II short
period)
Ø In 4th period, 4s, 3d, 4p orbitals are filled (I long
period)
Ø Elements with 3d configuration from Sc to Zn
(Z= 21 to 30) are placed in 4th period. It is also
called first transistional series or 3d series.
Ø In 5th period, 5s, 4d, 5p orbitals are filled (II long
period)
Ø Elements with 4d configuration [from Y(Z=39) to
Cd(Z=48)] placed in 5th period (2nd Transition
series).
Ø In 6th period, 6s, 4f, 5d, 6p orbitals are filled
(longest period)
Ø Elements with 5d configuration from La(Z=57) and
Hf (Z=72) to Hg (Z=80) are placed in 6th period.
(3rd transition series).
Ø Fourteen 4f series elements (Lanthanoids) belongs
to 6th period and III B group. Ce (Z=58) to Lu
(Z=71).
Ø In 7th period, 7s, 5f, 6d, 7p orbitals are filled
(incomplete period)
Ø Fourteen 5f series elements (Actinoids) belongs to
7th period & III B group. Th (Z=90) to Lr (Z=103).
Ø 6d-series is incomplete series.
Ø If 7th period is also completed, then the final
element of this period would be with an atomic
number 118 (Uuo).
Groups (Vertical Columns)Ø Long form of the periodic table comprises of 18-
vertical columns which are divided into main groups
and subgroups as - IA to VIIA, O groups and IIIB,
IVB, VB, VIB, VIIB, VIIIB, IB and IIB groups.
Ø VIIIB groups includes three vertical columns of
Fe Co Ni
Ru Rh Pd
Os Ir Pt
Ø We adopt the 1-18 numbering scheme
recommended by IUPAC in 1988.
Ø Main group division is based on the number of
electrons present in outer most orbit like H, Li, Na,
K, Rb, Cs and Fr have 1 electron in their outer
most orbit, so they are placed in IA group. Be, Mg,
Ca, Sr, Ba and Ra have 2 electrons in their outer
most orbit, so they are placed in IIA group.
IUPAC Nomenclature for Elements with
Z>100Ø Nomenclature of elements CNIC (commission on
nomenclature of inorganic chemistry) appointed by
IUPAC in 1994, approved a nomenclature
scheme as well as also gave official names for
elements after Z > 100 (upto atomic number 104
to 109 discovered by that time).
Ø This nomenclature is to be followed for naming the
elements until their names are officially recognised.
Ø The names are derived by using roots for the three
digits in the atomic number of the element and
adding “ium” at the end. The roots for the numbers
are.
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Nomenclature of Elements with Atomic
Number Above 100
Class ification of elements on the basis of
their Electronic configuration
Ø Elements are classified into four blocks basing on
the orbital into which the differentiating electron
enters.
a) s-Block Elements b) p-Block Elements
c) d-Block Elements d) f-Block Elements
s - Block Elements :Ø Differentiating electrons enter into s- orbital of
valency shell.
Ø s-sublevel can accomadate 2-electrons, hence s-
block elements are arranged in two groups, IA, IIA
(or) 1, 2 groups
Ø General electronic configuration is 1 2ns
− .
Ø H, Li, Na, K, Rb, Cs, Fr elements (alkali metals)
have 1 electron in their outer shell with “
1ns
”
general outer shell configuration, they belongs to
IA.
Ø Be, Mg, Ca, Sr, Ba and Ra (Alkaline Earth
elements) have 2-electrons in their outer shell, with
“
2ns
” general outer shell configuration, they
belongs to IIA.
Ø Most of these are active metals and form ionic
substances, except lithium and beryllium.
Ø These are powerful reducing agents.
Ø They have low M.P’s and B.P’s.
Ø They impart characteristic colours in the flame
p - Block ElementsØ Differentiating electron enters into p- orbital of
valency shell
Ø The general outer shell configuration of p-block
elements.
2 1 6ns np
Ø p-block elements are arranged in 6-groups they are
from IIIA to VII A and O-group (or) 13 to 18
groups
Ø B,Al,Ga,In and Tl are called IIIA group (boron
family) these elements have 3-electrons in outershell
with “
2 1ns np
” general outer shell configuration.
Ø C,Si,Ge,Sn and Pb are called IVA group
(Carbon Family) these elements have 4-electrons
in outer shell,with “
2 2ns np
” as general outer shell
configuration.
Ø N,P,As,Sb and Bi are called VA group(Nitrogen
Family - pnicogens). These elements have 5-
electrons in outer shell, with “
2 3ns np
” as general
outer shell configuration.
Ø O, S, Se, Te, and Po are called VIA group
(Chalcogens) these elements have 6-electrons in
outer shell, with “
2 4ns np
” as general outer shell
configuration.
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Ø F, Cl, Br, I and At are called VIIA group
(Halogens) these elements have 7-electrons in outer
shell, configuration with “ns2np5” as general outer
shell.
Ø He, Ne, Ar, Kr, Xe and Rn - Inert gases (O–group),
Except He ( 21S ), remaining inert gases have 8-
electrons in outer shell with “
2 6ns np
” as general
outer shell configuration.
Ø p-block contains all non-metals and metalloids
and some metals.
Ø Most of the compounds of p-block elements are
covalent.
i) Most of these are oxidising agents
j) All gaseous elements except H and He are p-
block elements.
Remember
Ø Keeping its chemical inertness, Helium is placed
along with other inert gases in 0 - group.
Ø Hence He is a p-block element with out
p-electrons.
Ø The first p-block element is Boron [(He) 2s2 2p1]
Ø The only group with all gaseous elements is “0-
group”.
d-Block ElementsØ If the differentiating electron enters into the d-orbital
of penultimate shell, the elements are called “d-
block elements”.
Ø The general electronic configuration of d-block
elements is
( ) 1 10 1 21n d ns− −
−
(n = outer shell).
Ø d-Block elements are placed between s-block and
p-block and they are also called transition elements.
Ø d-Block elements are further classified into following
transition series on the basis of which (n-1)d subshell
is being filled.
1) for 1st Transition series( 3d series) electronic
configuration is
3d1-10 4s1-2 [Sc (Z=21) to Zn (Z=30)]
2) for 2nd Transition series ( 4d - series) electronic
configuration is
4d1-10 5s1-2 [Y(Z=39) to Cd (Z=48)].
3) for 3rd Transition series (5d - series) electronic
configuration is
5d1-10 6s1-2. [La (Z=57), Hf (Z=72) to Hg (Z=80)]
4) 4th Transition series( 6d - series) is an incomplete
series.
5) Most of these are less active metals.
6) These elements form ionic and co-ordinate
covalent compounds.
7) They are all solids, except Hg which is a liquid at
room temperature.
8) They form cations with high charge.
9) They form alloys and interstitial compounds.
10) They mostly form coloured ions and also show
paramagnetism.
Remember
Ø After completion of 6s, the differentiating electron
suppose to enter into 4f, but in the case of
Lanthanum the differentiating electron is entering into
5d, instead of 4f ( 2 0 16 4 5La s f d− ). Therefore
“La” belongs to d-block (IIIB, VI period).
Ø Similarly in case of Actinium, the differentiating
electron is entering into 6d, instead of 5f
( 2 17 5 6oAc s f d− ). Therefore Ac also belongs to
d-block (IIIB, VII period).
f-block Elements:Ø If differentiating electrons enter into f-subshell of
anti penultimate i.e., (n-2) shell, the elements of this
class are called f-block elements.
Ø The general electronic configuration
( ) ( ) ( )0 11 14 22 1
orn f n d ns
−− −
(n = outer shell).
Ø These f-block elements are placed at the bottom
of the periodic table in two rows, they are 4f series
and 5f series. The properties of 4f-series elements
are similar to Lanthanum they are known as
Lanthanides (or) Lanthanons or rare earths.
Ø 4f-series - Lanthanide series - configuration
1 14 0 1 24 5 6f d s− − from Ce(58) to Lu (71) (first
inner transitional series)
Ø 4f- series elements belongs to 6th period and IIIB
Group.
Ø 5f - series elements - Actinide series - configuration
1 14 0 1 25 6 7f d s− − from Th (90) to Lr (103)(second
inner transitional series).
Ø 5f - series elements belongs to 7th period and III B
group.
Ø Most of these elements are radioactive.
Ø They have properties similar to d-block elements
Classification based on chemical
properties.Ø All the elements are divided into four types on the
basis of their chemical properties and electronic
configuration.
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Type-1 Inert gasesØ He, Ne, Ar, Kr, Xe and Rn belongs to “0” group in
the periodic table are called Inert Gas Elements
Ø Except He (1s2), all the other elements have ns2np6
outer electronic configuration.
Ø All are chemically inert due to the presence of stable
ns2np6 (octet) configuration in their outer most shell.
He is inactive due to its completely filled ‘K’ shell.
(1s2)
Ø It is known that heavier elements (Kr, Xe) form
compounds under special controlled conditions with
Oxygen and Fluorine, So they are now called
Noble gases.
Ø All are monoatomic gases.
Ø They are also known as Rare gases (or) Aerogens.
As they are present in 1% by volume in atmosphere.
Type-II Representative elements or
normal elementsØ In these elements, the ultimate shell is incompletely
filled.
Ø Excluding “0” group, remaining s and p block
elements (IA, IIA, IIIA, IVA, VA, VIA, VIIA) are
called representative elements.
Ø Most of these elements are abundant and active.
Ø Their general outer electronic configurations
ns1-2 np1-5.
Ø Metals, non-metals and metalloids are present in
representative elements.
Ø Atoms of these elements enter in chemical
combination by losing, gaining or sharing of electrons
to attain stable nearest inert gas configuration.
Ø In case of representative elements electrons of outer
ns and np will take part in bonding.
Type - III Transition elementsØ In these elements , the ultimate shell and penultimate
shells are incompletely filled.
Ø Elements which have incompletely filled or partly
filled d-orbitals either in elementary state or in any
possible oxidation state are called transition
elements.
Ø Their properties are intermediate between s - and
p - block elements.
Ø The general electronic configuration is
( ) 1 10 0 21n d ns
− −− .
Ø II B group elements Zn (3d10 4s2), Cd (4d10 5s2)
Hg (5d10 6s2) are not transition elements (due to
the absence of partly filled d-orbitals both in atomic
and in ionic states) (Zn, Cd, Hg - are referred as
Non-typical Transition Elements) or volatile metals.
Ø In the case of Transition elements both
(n-1)d and ns electrons participate in bonding.
Ø The characteristic properties of transition elements
are
1. They are hard and heavy metals
2. Variable Oxidation states
3. Formation of coloured ions in solution due to
d-d- transition
4. Formation of metal complexes
5. Paramagnetic
6. Catalytic activity.
7. High M.P., B.P and densities.
8. Good conductors of heat and electricity
9. Alloy formation.
Ø These characteristic properties are due to
a. Small size
b. High nuclear charge
c. Unpaired electrons in d-orbitals.
Note:
1. Ni is used as a catalyst in Hydrogenation of oils.
2. Fe used as a catalyst in Haber’s process
3. Mo used as a promoter in Haber’s process.
Type-IV Inner Transition elementsØ These elements have three outermost shells
incomplete i.e., n, (n-1) and (n-2) (ultimate,
penultimate and antipenultimate shells).
Ø The f-block elements are called inner transition
elements.
Ø General configuration
( ) ( ) ( )11 14 22 1
o orn f n d ns
−− −
Ø Since the last two shells have similar configuration
these elements have similar physical and chemical
properties (eg - these elements shows common
oxidation state of +3).
Ø There are two series of inner transition elements.
4f- (Lanthanide) series - ( )11 14 24 5 6o or
f d s−
5f - (Actinide) series - ( )0 11 14 25 6 7
orf d s
−
In periodic table, lanthanides are present between
57La &
72Hf and
Actinides are present between 89
Ac & 104
Rf.
Ø Lanthanides are rare earths and actinides are mostly
synthetic.
Ø The elements from Z = 93 onwards are called
transuranic elements.
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Pseudo Inert Electronic Configuration
Presence of 18 electrons in the outer most shell is
called pseudo-octet or pseudo-inert configuration.
Palladium ([ ] 0 10
36 5 4Kr s d ), a member of group 10
has such configuration.
Ø ‘La’ belongs to d-block but lanthanides are f-block.
similarly ‘Ac’ belong to d-block but actinides are
f-block
Periodicity - Periodic PropertiesØ When elements are arranged in increasing order of
atomic number, elements with similar properties
reoccur (due to similar outer electronic
configuration) at regular intervals of atomic numbers
in the periodic table. This repetition of properties is
called periodicity and such properties are called
periodic properties.
Ø Some of the properties which mainly depend on
the electronic configuration of elements such as
i) Valency ii) Effective nuclear charge
iii) Screening effect iv) Atomic radius
v) Ionic radius vi) Ionisation potential
vii) Electron affinity viii) Electronegativity
ix) Metallic nature
x)oxidation and reduction ability
xi) acidic or basic nature of the oxides, etc....
follow the general trend of periodicity. They are
called periodic properties. These properties are
especially important in s- and p-block elements.
Ø Properties like specific heat, refractive index, colour
etc., are not called periodic properties. These
properties are not related to the electronic
configuration of elements.
Ø Elements coming at intervals of 2, 8, 8, 18, 18, 32
will have similar properties and thus grouped in one
particular group.
eg-1 : Elements with atomic number 1, 3, 11, 19,
37, 55 & 87 will have similar properties.
eg-2 : Elements with atomic number 4, 12, 20, 38,
56 & 88 will have similar properties.
Note : Two successive elements in a group generally
differ by atomic number 2, 8, 8, 18, 18, 32.
Atomic RadiusØ In atoms, the electron cloud around the nucleus
extends to infinity.
Ø The distance between the centre of the nucleus and
the electron cloud of outer most energy level is called
atomic radius.
Ø Atomic radius cannot be determined directly, but
measured from the inter nuclear distance of
combined atoms, using X-ray diffraction and other
spectroscopic methods
Ø Atomic radius depends on
a) Nature of bonding
b) Number of bonds (multiplicity of bonding)
c) Oxidation state(s)
d) Co-ordination number of atom
e) bond character etc.
Ø Three types of atomic radii are considered based
on the nature of bonding they are
a) Crystal radius
b) Vander waals radius
c) Covalent radius
Ø Atomic radii expressed in angstrom, nanometers,
picometer units.
0 1 0 21A 10 nm;1A 10−= =
pm
Ø Crystal Radius (Atomic Radius) - Half of the
internuclear distance between the adjacent atoms
of a solid metallic crystal is called crystal radius
or metallic radius.
eg: The distance between two adjacent copper
atoms in solid copper is 256 pm; so metallic radius
of copper is assigned as value of 128 pm.
Ø Van der waals radius - Half of the internuclear
distance between two atoms of different molecules
which are very close to each other in solid state
due to vander waals forces is called Van der waals
radius.
Ø The distance between two adjacent chlorine atoms
of different Cl2 molecules is 360 pm, Vander waals
radius of Cl is 180 pm.
Ø Vander waals radius is 40% greater than covalent
radius.
Ø It is used for molecular substances and inert gases
in the solid state only.
Ø Covalent Radius: This term is generally used in
reference to non-metals.
Ø Covalent radius - Half of the inter nuclear distance
of the two atoms held together by a covalent bond
is called covalent radius.
Ø Note : Single bond covalent radii are additive in
nature.
eg : a) In Cl2 molecule Cl - Cl bond distance
(Internuclear distance) is 198 pm.
Covalent Radius of Cl = 99 pm.
b) In diamond C-C bond distance is 154pm.
Covalent radius of C = 77pm.
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Ø In metals, the crystal radius (atomic radius) is slightly
more than the covalent radius.
Ø As the number of covalent bonds between two
atoms increases, the inter atomic distance between
the carbon atoms decreases
C – C > C = C > C ≡ C
(1.54A0) (1.34A0) (1.20A0)
Order of radii :Van der waal radius > crystal radius > covalent
radius.
Ø Compared to theoritical atomic radius, covalent
radius of an atom is about 20% shorter due to
overlapping of atomic orbitals.
Variation of Atomic Radius in Groups
and PeriodsØ In a period from left to right, atomic radius
decreases as the effective nuclear charge increases.
Ø Variation of atomic radius
eg-1 : In second period
Li Be B C N O F> > > > > >
eg-2 : In third period
Na > Mg > Al > Si > P > S > Cl
Ø On moving from left to right across a particular
period, the atomic radius decreases upto Halogens
and increases to Inert gases.
Ø In a given period, alkali metal is the largest and
halogen is the smallest in size.
Ø However, the radius of an inert gas is larger than
the halogen of the same period.
Ø Note : For atoms of Inert gases, only vanderwaal
radius is applicable because these are mono atomic
gases.
Ø In groups from top to bottom, the atomic radius
increases gradually due to the increase in the number
of orbits and it over weighs the effect of increased
nuclear charge.
Ø Atomic radius is least for hydrogen and is highest
for Caesium among the available elements.
Ø Variation of atomic radius
In IA group is Li < Na < K < Rb < Cs
In halogens is F < Cl < Br < I < At
Variation of Atomic Radius in
Transition Elements:Ø In case of transition elements, the decrease in size
in a period across a particular transition series is
less than in case of representative elements, this is
due to less screening effect of (n-1)d-electrons.
Ø Hence, the atomic radius decreases slightly as we
move from left to right in a transition series.
Ø From Cr to Cu the covalent radii is almost same
due to
1) Shielding effect of core electrons
2) Additional shielding effect of 3d electrons.
Ø Covalent radii of Zn is more than Cu due to
repulsions among 3d electrons.
Variation of Atomic Radius and Ionic
Radius in Lanthanides:Ø The elements in Lanthanide series are La, Ce, Pr, Nd,
Pm, Sm, Eu, Gd, Tb, Dy, Ho, Er, Tm, Yb & Lu
Ø In Lanthanides (Ce-Lu) the atomic and ionic radii
decreases steadily. This steady decrease in atomic
and ionic radii is known as “Lanthanide Contraction”
Ø The contraction is due to the fact that f-orbitals are
not capable of providing effective shielding for the
valence electrons from nuclear attraction due to
diffused shape.
Consequences of Lanthanide
ContractionØ Atomic sizes of 4d and 5d series of transition
elements become almost equal, due to which their
properties are very close.
Ø Zr and Hf, Nb and Ta, Mo and W resemble very
closely.
Ø The crystal structure and other properties of
lanthanides are very similar.
Ø Separation of lanthanides is not easy from their
mixture. Chromatographic techniques can not
separate lanthanides from their mixture.
Ø Super heavy metals of p- block exhibit inert pair
effect.
eg : Tl(III A group), Pb (IV A group),
Bi (V A group)
Variation of Atomic Radius and Ionic
Radius in Actinides :Ø The elements in actinide series are Ac, Th, Pa, U,
Np, Pu, Am, Cm, Bk, Cf, Es, Fm, Md, No and Lr
Ø The size of the trivalent ions of these elements
decreases regularly as we move from left to right.
This is because of poor shielding effect of f-electrons,
more nuclear charge and diffused shape of f-orbitals.
This is called Actinide contraction.
Ionic RadiusDefinition : It is defined as the distance between the
nucleus and the electron in the outer most shell of
an ion.
67 EXCELLENCIA JUNIOR COLLEGESS H A M I R P E T | M A D H A P U R | S U C H I T R A | E C I L
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Ø When a neutral atom loses one (or) more electrons
a positive ion called cation is formed.−+
+→ eNaNa
Ø The ionic radius of cation is less than that of neutral
atom. It is because the cation has higher effective
nuclear charge.
eg: Na Na+
>
Ø Among the cations as the positive charge increases,
the ionic radius decreases.
eg: ++>
32FeFe ,
2 4 2 4,Sn Sn Pb Pb+ + + +> >
Ø When a neutral atom gains one (or) more electrons
a negative ion called anion is formed.
eg: −−→+ CleCl
Ø The radius of anion is more than that of its atom,
due to decrease in effective nuclear charge.
eg: ClCl >−
Ø Among the anions as the negative charge increases
the ionic radius increases.
eg: 2O O
− −>
Ø The decreasing order of the radii is
Anion > Atom > Cation
eg: +−>> III ; +−
>> HHH
Ø In a particular group, the ions (cations or anions)
increase in size on moving from top to bottom due
to increase in number of shells.
eg: Li Na K Rb Cs+ + + + +
< < < <
F Cl Br I− − − −
< < <
Ø
&H Cs+ +
are the smallest and largest cations
respectively.
Ø
&H I− −
are the smallest and largest anions
respectively.
Ø Smallest atom is He & largest atom is Cs.
Iso Electronic SpeciesØ The species (atoms or ions) having the same number
of electrons are known as iso - electronic species.
In iso electronic species, the size increases
with increase of negative charge and decreases
with increase of positive charge.
Decreasing order of size. C4- > N3- > O2- >
F- > Ne > Na+ > Mg2+ > Al3+ > Si4+
Ionization Energy (Ionization
Potential)Ø Ionization potential: The minimum amount of
energy required to remove the most loosely bound
electron (i.e, outer - most shell electron) from an
isolated neutral gaseous atom is called ionization
potential.
( ) ( )
1
1g gM IE M
++ →
+ e-
Ø It is an endothermic process
Ø IE is measured in eV/atom or kJ/mole or K.cal/
mole.
1 eV / atom = 23.06 K.Cal/mole = 96.45 KJ/mole
= 191.602 10 J / atom−×
Ø Energy required to remove an electron from
unipositive gaseous ion to convert it into dipositive
ion is IE2. ( ) ( )
++→+
2
2 gg MIEM + e-
Ø Energy required to remove an electron from
dipositive ion to convert it into tripositive ion is IE3.
( ) ( )++
→+3
3
2
gg MIEM + e-
Ø Ionization energy is determined by spectral studies
or discharge tube experiments.
Ø Ionization potential depends on :
1) Atomic size 2) Nuclear charge
3) Screening/shielding effect
4) Penetrating nature of orbitals
5) Electronic configuration
Ø With increase in the atomic size “IP” decreases due
to decrease in attractive force of nucleus on outer
most orbit electrons.
Ø With increase in the effective nuclear charge IP
increases.
Ø If the number of electrons in the inner shells are
more, shielding capacity of the inner electrons on
the nuclear charge will be more. Hence IP decreases.
Ø Order of screening power of orbitals
s > p > d > f
Ø As the positive charge on cation increases, IP
increases.
Ø As the -ve charge on anion increases, IP decreases.
Ø If the valency electrons are more penetrated into
inner shells, IP increases.
Ø Penetration power of different orbitals is in the order
of s > p > d > f
Ø IP of s-electrons > IP of p-electrons > IP of d-
electrons > IP of f-electrons.
Ø IP is more for atoms with exactly half filled and
completely filled orbitals.
eg: 1) IE1 of N > IE
1 of O 2) IE
1 of Be >IE
1 of B
3) IE1 of P > IE
1 of S
4) IE1 of Mg >IE
1 of Al
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Ionisation potential curve upto element
sodium
Ø Atoms of inert gases have highest IP values due to
the presence of completely filled orbitals.
Ø In the graph showing relation between IP and
atomic number, the inert gases appear at the maxima
and alkali metals appear at the minima positions
Ionization Energy Curve
Ø The ionisation potential is the highest for helium
among all elements. The value is the least for
caesium among the available elements. When
ionisation potential values are plotted against atomic
numbers, the ionisation potential curve is obtained
as shown above.
Variation of IP in Groups & PeriodsØ In periods from left to right side IP increases, due
to decrease in atomic size and increase in effective
nuclear charge.
Ø In any period an Alkali metal atom has lowest IP
and Inert gas element has highest IP.
Ø In groups from top to bottom, IP decreases due
to the increase in the atomic size and increase in the
screening effect of inner electrons.
Ø IE order among 2nd period elements.
IE1 Li < Be > B < C < N > O < F < Ne
IE2 Li > Be < B > C < N < O > F < Ne
Ø IE order among 3rd period elements
IE1 - Na < Mg > Al < Si < P > S < Cl < Ar
IE2 - Na > Mg < Al > Si < P < S > Cl < Ar
Ø Element with Lowest IP - Cs and element with
highest IP is He.
Ø IE1 of Be greater than B due to
a) Completely filled s -orbital in Be
b) More Penetration of s-orbitals.
Ø Similarly IE of Mg is greater than Al
Ø Variation of First I.P in I A group elements
Li > Na > K > Rb > Cs
Ø I.E of coinage metals is Cu > Ag < Au.
WE1.The first ionization enthalpy ( )tH∆ values of
the third period elements, Na, Mg and Si are
respectively 496, 737 and 786 kJ mol-1. Predict
whether the first tH∆ value for Al will be more
close to 575 or 760 kJ mol-1? Justify your
answer.
Sol: It will be more close to 575 kJ mol-1. The value for
Al should be lower than that of Mg because of
effective shielding of 3p electrons from the nucleus
by 3s-electrons.
Knowledge of Successive IE
Ø Knowledge of successive IE can be used to find
the number of valence electrons
Ø For alkali metals the IE2 shows sudden jump.
Ø For alkaline earth metals, the IE3 shows sudden
jump.
Ø Theoretically, the number of IE possible for an atom
of an element is equal to its atomic number.
WE2.The successive ionization enthalpies of an
element M are 5.98, 18.82, 28.44, 119.96,
153.77, ….. eV/atom. What is the formula of
chloride of M?
Sol: Observing the I1, I
2, I
3, I
4, I
5, …. it is noticed that
there is a sudden jump form I3 and I
4.
This observation gives the idea that the element has
3 electrons in the outer most shell.
M3+ state is stable and valency is 3.
Formula of chloride of M is MCl3
69 EXCELLENCIA JUNIOR COLLEGESS H A M I R P E T | M A D H A P U R | S U C H I T R A | E C I L
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WE3.The ionization enthalpy of sodium is 5.14 eV.
How many k cal of energy is required to ionize
all atoms present in one gram of gaseous Na
atoms?
Sol: 1eV atom-1 = 23 k cal mol-1
Energy required to ionize all atoms of 23 grams
(one mole) of gaseous Na atoms = 23 x 5.14 k cal
Energy required for ionization of all atoms present
in one gram of gaseous Na atoms 23 5.14
23
×=
= 5.14 k cal
Electron Affinity (EA) (or) Electrongain Enthalpy
Ø It is an atomic property which gives us an idea ofthe tendency of the element to accept the electronto form an anion.
Ø The amount of energy released when an electron isadded to a neutral isolated gaseous atom of anelement is called EA.
( ) ( ) 1EAXeX gg +→+−− (or)
( ) ( )−−
→+ gg XeX 1EAH −=∆ (Exothermic
process)Ø When an electron is added to uni-negative ion,
energy is absorbed to overcome the repulsiveforces. This energy is called second electron affinity.
EA2 has positive sign. ( ) ( )
2
g gX e X
− − −+ →
2EAH +=∆ (Endothermic process).
eg: EA1
of oxygen ( )( ) ( )1
g gO e O− −
+ → is
exothermic
But EA2 of oxygen ( )2
( ) ( )1
g gO e O
− − −+ → is
EndothermicØ EA is measured in eV/atom, Kcal/mole, KJ/moleØ EA can be calculated indirectly from Born - Haber
Cycle.Ø EA depends on size, effective nuclear charge,
shielding effect and electronic configuration of anelement.
Ø Noble gases have most stable ns2np6 configuration.Hence their EA values are positive values.
Ø For N, P - due to half filled orbitals, they have extrastability hence their EA values are close to zero (verysmall values).
Ø First electron affinity (E1) is negative for all elements
except for Be, Mg, N atoms and zero-groupelements.
( )1Be 66 KJ mol−+
( )1Mg 67 KJ mol−+
( )1N 31KJ mol−+
Variation of EA in Groups & PeriodsØ In groups, EA decreases from top to bottom as
the atomic size increases.Ø In a period from left to right side EA increases
due to decrease in size of atoms and increase in thenuclear charge.
Ø EA1 of third period element is greater than
corresponding second period element of each group(or) second element have high EA than first elementin a groupeg: 1) In VII A group EA of Cl > EA of F 2) VIA group EA of S > EA of O 3) VA group EA of P > EA of N 4) IV A group EA of Si > EA of C
Ø EA of F (-333 K.J mole-1) < EA of Cl (-348K.Jmole-1). This is due toa) Smaller size of F-atomb) Strong inter electronic repulsions
Ø Note : EA of a neutral atom = IE of its uninegativeion.EA of X = IE of X-
Ø Note : IE of a neutral atom = EA of its unipositiveion.IE of X = EA of X+
Ø Among all the elements chlorine has the maximumEA.
Ø The metal which has higher EA is Gold.
Electron Gain Enthalpies (kJ/mol) ofSome main Group elements
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Ø Among halogens the order of EA values isCl > F > Br > I > At
Ø Decreasing order of E.A of various chalcogens is S
> Se > Te > O
WE4.Process (A): 2( ) ( )2 2g g
F e F− −
+ →
Process (B): 2( ) ( )2 2g g
Cl e Cl− −
+ →
Which of these processes is easy? Why?
Sol: 2( ) ( )2 2g g
F e F− −
+ → is easy.
Though electron gain enthalpy of Cl(g)
to give Cl-(g)
is more than that of F(g)
to give F-(g)
, the bond
dissociation of F2(g)
is very less than that of Cl2(g)
Electro Negativity (EN)Ø It is property of an atom in a molecule.
Ø The tendency of an atom to attract the shared
electron pair towards itself in a molecule is called
EN.
Ø E.N. is a relative property and has no units.
Ø Pauling Scale : EN of elements are calculated
from the values of bond energies.
Ø Pauling calculated the EN of other elements by using
the formula
∆=− 208.0BA XX .
[ ∆ is in K.Cal./mole.]
In SI units,
−AX
,
[ ∆ is in KJ/mole.]
where XA and X
B are the EN’s of A & B.
∆
is a measure of the polarity of A-B bond.
∆
= Experimental BE - Theoritical BE
Ø
∆
= Actual BE -1/2 [EA-A
+ EB-B
] , BE = Bond
Energy
Ø Hydrogen (whose EN is 2.1) is used to calculate
EN of other elements.
Ø The reference element taken by pauling for the
determination of E.N. Values of other elements is
hydrogen.
Ø Highest E.N. value is for fluorine (4.0).
Ø As the oxidation number of an atom increases, the
attraction for the electrons increases and E.N also
increases
Ø EN concept is not applicable for Inert gas elements.
WE5.Bond energies of H2, Cl
2 and HCl are
respectively 104, 58 and 100 kcal mol–1.
Calculate Pauling’s electronegativivy of
chlorine.
Sol: Average of bond energies of H2 and Cl
2 is the
calculated bond energy of
HCl
= 81 k cal mol–1
Experimental bond energy of HCl =100 k cal mol–1
∆ = Bond (resonance) stabilization energy
= 100 – 81 = 19 k cal mol–1
1 2X X− = ∆
0.208 19=
= 0.208 × 4.358 = 0.90
Since Pauling’s electro negativity of hydrogen is 2.1,
that of chlorine = 2.1 + 0.9 = 3.0
Mulliken ScaleØ According to Mulliken scale,
EN is the average of IE and EA. 2
EAIEEN
+=
Ø6.5
eVinEAeVinIEEN
+=
Ø( ) ( )/ /
540
IE in kj mole EA in kj moleEN
+=
Ø( ) ( )/ /
129
IE in kcals mole EA in kcals moleEN
+=
Ø Mulliken EN values are approximately 2.8 times
greater than Pauling EN values.
Ø Mulliken scale is applicable only to univalent
elements.
Ø Elements with same EN in pauling’s scale are
N = Cl = 3.0 C = S = I = 2.5
H = P = 2.1 Cs = Fr = 0.7
WE6.The ionization enthalpy of sulphur is 1014
kJ mol-1. If its electronegativity is 2.4, what is
its electron gain enthalpy?
Sol: In the common scale, electronegativity (E.N.) is
given in terms of ionization enthalpy (I1) and electron
gain enthalpy (E1) as
1 1.540
I EE N
+=
Substituting the values,
11014
2.4540
E+=
Electron affinity = E1 = (540 × 2.4) – 1014 = 282
Electron gain enthalpy of sulphur= -282kJmol–1
71 EXCELLENCIA JUNIOR COLLEGESS H A M I R P E T | M A D H A P U R | S U C H I T R A | E C I L
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WE7.If the electronegativity value of fluorine in
Pauling scale is 4.0, then value in Mulliken
scale will be?
Sol: Electronegativity in Mulliken scale is 2.8 times
greater than Pauling scale values.
So the value of Electronegativity = 2.8 × 4 = 11.2
Variation of EN in Groups & PeriodsØ In groups from top to bottom EN decreases.
Ø eg: In I A group Li > Na > K > Rb > Cs
In halogens F > Cl > Br > I > At
Ø In periods from left to right EN increases.
Ø eg: In II period
Li < Be < B < C < N < O < F
Ø In a period, Halogen has high EN value.
Alkali metal has low EN value.
Ø Highest EN element is F(4.0)
Ø Next to F, oxygen has high EN (3.5)
Ø Least EN element is Cesium (0.7)
Ø Noble gas elements have zero EN due to octet
configuration.
Ø EN values are used to know the nature of
chemical bond.i) If EN difference is less than 1.7, the bond is
covalent in nature.
ii) equals to 1.7, the bond is 50% ionic in nature.
iii) more than 1.7, the bond is ionic in nature.
Ø E.N. values are useful in writing the formula of a
compound.
Ø E.N. values are useful in predicting the nature of
the element (metal / non-metal).
ValencyØ Valency of an element is the number of H-atoms
(or) double the number of oxygen atoms that can
combine with one atom of that element.
Ø The valency of an element is not always constant.
Ø Exhibition of more than one valency by one element
is known as variable valency.
Ø The maximum valency of a representative element
is equal to the number of electrons present in the
outermost orbit of an atom.
Ø Highest valency ever known is 8 shown by Os, Ru
and Xe
In 4OsO , the valency of Os is 8
In RuO4 the valency of Ru is 8
In
4XeO
, the valency of Xe is 8
Covalency: The number of covalent bonds formed
by an element
eg: 1) In NH3, covalency of ‘N’ is 3
2) In N2O
5, covalency of ‘N’ is 4
Ionic covalency (or) Electro valency: No.of
electrons transferred (either gain of electrons (or)
loss of electrons).
eg: 1) In NaF (Na+F-), Ionic valency of ‘Na’ is
1 and that of ‘F’ is 1.
2) In AlF3 (Al+3, F-); Ionic valency of ‘Al’ is
3 and that of ‘F’ is 1.
Ø The minimum valency exhibited by an element is
zero.
Ø Periodic trends in valence of Elements as
shown by the Formulas of their compound
WE8.Using the periodic table, predict the formula
of compound formed between an element X of
group 13 and another element Y of group 16.
Sol: The Valency of X (group 13) = 3
The valency of Y (group 16) = 2
The compound has 2 atoms of X and 3 of Y.
Hence, the formula = X2Y
3.
Oxidation StateØ The possible charge with which an atom appears in
a compound is called its oxidation state.
Ø s-block elements, oxidation state is equal to group
number. For alkali metals “ +1 ”.
For alkaline earth metals “ +2 ”
Ø Oxidation state may be positive or negative or zero
or fraction.
Ø p-block elements show multi valency, their
oxidation state change by two numbers.
Ø In III A groupthe stable oxidation state of Thallium
is +1. It is due to inert pair effect.
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Ø In IVA group +2 is more stable than +4 for Lead
due to inert pair effect.
Ø In VA group, +3 is more stable than +5 for Bismuth
due to inert pair effect.
Ø Group IV elements show +4 and +2 oxidation
states.
Ø Group V elements show +5 and +3 oxidation states.
Ø The general oxidation state of group VI is -2.
Ø Generally oxygen shows -2 oxidation state in its
compounds but when it combines with fluorine it
shows +2 (in2OF ) and +1
(inO F
.
Ø The most electronegative element. Fluorine shows
-1 oxidation state only (in its compounds)
Ø The common oxidation state of d-block elements
is +2. All transition elements show variable
valencies.
Ø Ruthenium, Osmium and Xenon exhibit maximum
oxidation state +8.
Ø In d-block elements , +1 oxidation state is shown
by Cr, Cu, Ag, Au, Hg.
Ø The common oxidation state of f-block elements is
+3 due to their outer electron configuration
ns2(n - 1)d1.
Ø Maximum oxidation state of an element never
exceeds its group number.
WE9.What is the valency and oxidation number
of nitrogen in nitrogen pentoxide?
Sol: Based on the oxide theory, valency of N in N2O
5 is
5 (But the actual valency of N in N2O
5 is the number
of bonds formed by N = 4).
Oxidation number of N in N2O
5 = +5
WE10.Are the oxidation state and covalency of Al
in [AlCl(H2O)
5]2+ same?
Sol: No. The oxidation state of Al is +3 and the
covalency is 6.
Electro Positive Nature (EP)Ø The tendency of an element to lose an electron is
called electro positivity.
Ø It is the converse of electro negativity.
Ø As electropositivity increases, metallic character
increases.
Ø The smaller the ionisation energy or ionisation
potential the greater is the electro positivity.
Ø As electropositive nature increases, capacity to form
ionic bond increases.
Variation of EP in groups & periodsØ Electropositive nature increases down the group,
as the size of the atom increases.
Ø Electro positivity decreases across a period.
Ø In any period the strong electropositive element is
alkali metal.
Ø Most electro positive element is Cs in periodic table.
Ø The ions of strong electro positive metal do not
undergo hydrolysis.
Metallic and Non-Metallic NatureØ If an element has low electro negativity and high
EP, then it will have high metallic nature.
Ø The groups IA and IIA elements have strong metallic
nature.
Ø Group VIA and VIIA elements have strong non-
metallic nature.
Ø On moving from top to bottom in a group
a) non metallic nature decreases
b) metallic nature increases
Ø On moving from left to right in a period
a) metallic nature decreases
b) non metallic nature increases
Ø Order of metallic nature
Alkali metals > Alkaline earth metals > d-block >
p-block.
eg: 1) The order of increasing metallic character of
Si, Be, Mg, Na, P is: P < Si < Be < Mg < Na.
2) Order of Metallic nature of B, Al, Mg and K is:
K > Mg > Al > B
3) Order of nonmetallic nature of B, C, N, F and Si
is: F > N > C > B > Si
4) The metallic nature of elements in the carbon
family is: Carbon and silicon are non-metals.
Germanium is a metalloid. Tin and lead are metals.
Ø Metals are solids at room temperature except
mercury (Hg).Ga,Cs also have very low melting
points 303K and 302K respectively. so they exists
as liquids at room temperature.
Ø Non-metals are usually solids or gases at room
temperature with low melting and boiling point
(boron and carbon are exceptions).
Ø Some elements in periodic table shows both metallic
and non-metallic nature. They are called metalloids
or semi metals
eg;Silicon.Germanium,Arsenic,Antimony, Tellurium
Acidic and Basic Nature of Oxides:Ø Based on the nature, oxides are clasified into 4 types
1) Basic Oxides or Metal Oxides
2) Acidic Oxides of Non–Metal Oxides
3) Amphoteric Oxides
4) Neutral Oxides
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Ø Metal oxides are basic. eg: Na2O, BaO, MgO,
CaO (Basic anhydrides)
Ø IA, IIA group metal oxides are strong bases.
Ø Non metal oxides are acidic. eg: SO2, P
2O
5, CO
2,
P2O
3, NO
2 (Acidic anhydrides)
Ø Oxides of halogens are highly acidic.
Ø Oxides of metalloids are amphoteric.
eg: As2O
3, Sb
2 O
3, TeO
2, GeO
2
Ø Some non-metallic oxides are neutral. They don’t
form acids or bases in water.
eg: CO, N2O, NO etc.,
Ø Some metallic Oxides are amphoteric.
eg : ZnO, Al2O
3, SnO
2 etc.,
Ø Acidic oxides dissolve in water to form acidic
solutions.
eg : 3 2 2 4SO + H O H SO→
Ø Basic oxides dissolve in water to form basic
solutions, known as hydroxides.
eg : 2 2
Na O+ H O 2NaOH→
Ø In groups from top to bottom
a) acidic nature of oxides decreases
b) basic nature of oxides increases
Ø In periods from left to right
a) basic nature of oxides decreases
b) acidic nature of oxides increases
Diagonal RelationshipØ In the periodic table the first element of a group has
similar properties with the second element of the
next group. This is called diagonal relationship.
Ø The diagonal relationship disappears after IVA
group.
Ø The diagonal relationship is due to
i) Similar sizes of atoms or ions
ii) Same electronegativities of the participating
elements
iii) Same polarising power.
Ø Valency is different for diagonally related pair of
elements.
Polarising power of cation α
( )2
ionic ch arg e of cation
ionic radius of cation
Ø The elements present under diagonal relationship
have very close properties.
1) BeO amphoteric, Al2O
3 amphoteric
2) Be2C or Al
4C
3 produce methane on hydrolysis.
Anomalous Properties of Second
period elementsThe first element of each of group in ‘s’ and ‘p’
block except noble gases differ in many aspects
from the other members of their respective group.
eg :1) lithium,beryllium forms covalent compounds
rest of the group members forms ionic compunds.
2) In IIIA group the maximum covalency of boron
is 4 but remaining elements shows maximum
covalency of 6.
3) The first member of p-block elements displays
greater ability to form Pπ– P
π multiple bonds itself
(eg:
C C=
,
C C≡
,
N N=
,
N N≡
) and to other
second period elements (eg:
C O=
,
C N=
,
C N≡
,
N O=
) compared to subsequent
members of the same group.
The reasons for the above anomalous behaviour is
due to their :
(a) Small size
(b) Large (charge/radius) ratio
(c) High electronegativity
(d) Absence of vacant orbitals.
Oxidation - Reduction Ability
Ø Electropositive elements have lower reduction
potenital (RP).
Ø They form stable cations in gaseous state as well as
in aqueous state.
Ø Atoms of these elements are potential suppliers of
electrons.
M
→
Mn+ + ne–
Ø The tendency of an element to supply one or more
electrons is called reduction ability. It is also the
tendency of an element to oxidise itself.
Ø Alkali metals are strong reducing agents, because
the size of metal atoms is more, ionisation potential
is less and each of the atoms have only one electron
in the valency shell.
Ø Alkaline earth metals are also good reducing agents,
but the reduction ability is less than the
corresponding alkali metal.
Variation of Reduction Ability in
Groups & PeriodsØ In a period, reduction ability gradually decreases.
The trend in the reduction ability of third period
element is: Na > Mg > Al Si.
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Ø In a group reduction ability generally increases.
Caesium is the best reductant among the available
elements in its elementary state because both
sublimation enthalpy and ionisation enthalpy of
caesium are less.
Ø Electronegative elements are non-metals. They
usually have higher electron gain enthalpy and
reduction potentials.
Ø They form stable anions in gaseous state as well as
in aqueous state. Atoms of these elements are
potential acceptors of electrons.
A + ne– → An-
Ø The tendency of an element to gain one or more
electrons is called oxidation ability. It is also the
tendency of an element to reduce itself.
Ø Halogens are strong oxidising agents, because the
size of atoms is less and have only one vacancy in
the valency shell of each atom.
Variation of Oxidation Ability in
Groups & Periods
Ø In a period oxidation ability gradually increases. The
trend in the oxidation ability of third period elements
is : P < S < Cl.
Ø In a group oxidation ability generally decreases. The
order of oxidation ability of halogens is :
F2 > Cl
2 > Br
2 > I
2.
Ø Fluorine is the best oxidant, because dissociation
enthalpy of difluorine is less and hydration energy
is more.
eg: 1) The order of their chemical reactivity in terms
of oxidizing property of F, Cl, O and N is:
F > Cl > O > N
2) The order of oxidising ability of sulphur and
chlorine is : Cl > S
because
Cl Cl e→ −
;
2S e S+ →
Chlorine is better oxidant than sulphur. Electron gain
enthalpy is more for chlorine. Chlorine accepts
electron easily and becomes stable chloride.
Periodic Trends and Chemical
Reactivity
Ø All chemical properties are a manifestation of the
electronic configuration of elements.
Ø The atomic radii generally decrease in a period from
left to right.
As a consequence, the ionisation enthalpies increase
and electron gain enthalpies become more negative.
Ø Since ionisation potentials are less, alkali metals are
very reactive.
Ø Similarly halogens are also very reactive due to high
electron affinity. Thus high chemical activity is
witnessed at the two exteremes and the lowest in
the centre of the periodic table.
Ø Maximum chemcial reactivity at the extereme left is
exhibited by the formation of cation.
This is referred to electropositivity and the elements
act as good reductants.
Ø Maximum chemical reactivity at the extreme right
(not noble gases) is exhibited by the formation of
anion. This is referred to non-metallic nature and
the elements act as good oxidants.
Periodic trends
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