Periodic Table Trend of Ionization Energy
Ionization energy or ionization potential is the amount of energy required to remove the outer electron of an isolated gaseous atom of the periodic table chemical elements. Therefore, periodic table trends of ionization energy depend mainly on the atomic radius and number, filled and half-filled orbitals, shielding electrons, and the overall trend of charge or oxidation number. The electrons are raised to higher energy levels by absorption of energy from external sources. When this process continued, a stage comes where the electron goes fully out of the influence of the nucleus. Therefore, when the hydrogen atom process produces a cation, and the free energy required to complete this process is the calculation value of ionization energy.
Ionization Energy of Atom
Electrons are raised to higher energy levels by the transfer of energy from external sources. But if energy transfer to electron particles sufficient, electrons go fully out of the influence of the nucleus of atoms.
M(g) + IE ⇒ M+(g) + e
The process of ionization is an endothermic reaction in thermodynamics because, during the process, energy is consumed by atoms. Ionization generally represented I or IE and measured by unit electron volt or kilocalories per gram atom.
Electron volt to joule conversion
For the conversion of electron volt to joule, first, we define electron volt. The energy consumption by an electron falling through a chemical potential difference of one volt defined as an electron volt. It is simply represented as eV.
∴ 1 eV = charge of an electron × 1 volt
= (1.6 × 10-19 coulomb) × (1 volt)
= 1.6 × 10-19 Joule
1 eV = 1.6 × 10-12 erg
First, second and third Ionization Energy
The amount of energy required for removal of the first electron from a gaseous atom called its first ionization.
M (g) + IE1 → M+ (g) + e
But if the energy consumption for removal of the second electron from a cation called second ionization.
M+ (g) + IE2 → M+2 (g) + e
Similarly, we have third, fourth ionization.
M+2 (g) + IE3 → M+3 (g) + e
M+3 (g) + IE4 → M+4 (g) + e
Ionization of Hydrogen Atom
The energy transfer for completely removing an electron from hydrogen energy levels is called ionization of hydrogen atom. Simply the energy corresponding to the electromagnetic transition from n = ∞ to n = 1 gives the ionization energy of the hydrogen atom. Therefore, the ionization energy of the hydrogen atom (EH) = 2.179 × 10-11 erg = 2.179 × 10-18 Joule = 13.6 eV.
Ionization of Helium Atom
The electron configuration of helium 1s2. Therefore, the second IE means the removal of the second electron from the 1s orbital against the nuclear charge of +2 = Z2 × IEH= 22 × 13.6 eV = 54.4 eV.
Atomic Radius in Periodic Table
Greater the atomic radius of elements in the periodic table, the weaker will be the attraction. Hence the required energy for the removal of the electron lower. Thus if an atom raised to an excited state by promoting one electron to a higher quantum level, the excited electron more easily detached because the distance between the electron and nucleus increases.
Atomic Radius and Ionization Energy
- The atomic radius decreases from left to right along a period in the periodic table. Thus when we move left to right along a period in the periodic table, ionization energy trends normally increase because the atomic radius decreases.
- But when we moving from top to bottom in a group the IE of the elements decreases with the increasing size of the atom.
Atomic Number and Ionization Energy
With the increasing atomic number, charge on the nucleus increases and more difficult to remove an electron from an atom. Hence grater would be the value of IE. Normally the value of ionization energy increases with the increasing atomic number or moving from left to right in a period of the periodic table. Because with the increasing atomic number, the change in the nucleus also increases.
Therefore, the electrostatic attraction between the outermost electrons and the nucleus of an atom IE also increases. So the removal of an electron from the nucleus is more difficult.
Half-filled and fully filled Orbitals
According to Hund’s rule, half-filled or fully-filled orbital comparatively low energy or more stable. Hence for such an atom, more energy required to remove an electron. Thus the ionization of such an atom is more difficult than expected normally from their position in the periodic table.
Exceptions of Ionization Energy Trends
Few exceptions in the value of the ionization energy trends in the periodic table explained on the basis of the half-filled and fully-filled orbitals. Group-15 elements have higher IE than the group-16 elements and group-2 elements have higher than the group-3 elements in the periodic table. Thus the first IE of nitrogen greater than oxygen and phosphorus greater than sulfur.
Nitrogen and phosphorus in group-15 elements with atomic numbers 7 and 15 have the electron configuration, 1s2 2s2 2p3 and 1s2 2s2 2p6 3s2 3p3 respectively. Thus the removal of an electron from half-filled 2p and 3p suborbital of nitrogen and phosphorus required more ionization potential. Removal of an electron from the group-2 element of beryllium and magnesium with fully-filled s-subshell required more ionization potential.
Ionization Energy and Shielding Electron
Electrostatic attraction between the electrons and nucleus shows that an outer electron attracted by the nucleus and repelled by the electrons of the inner shell. This combines attractive and repulsive force acting on the outer electron experiences less attraction from the nucleus. Thus this effect is known as the shielding effect.
The larger the number of electrons in the inner shell, the lesser the attractive force for holding the outer electron. Hence the radial distribution functions of the s, p, d subshell show that for the same principal quantum number the s-subshell most shielding than the p-subshell and least shielding the d-orbital. The shielding efficiency, s〉p〉d. But as we move down a group, the number of inner-shells increases, and hence the potential energy tends also decreases. Thus the ionization potential for group-2 elements, Be〉Mg〉Ca〉Sr〉Ba.
Ionization Trends in Periodic Table
The greater the charge on the nucleus of an atom the more energy required for removing an electron from the atom. But with the increasing atomic number electrostatic attraction between the outermost electrons and the nucleus of an atom increases. Thus the ionization of an atom is more difficult. Again the values of IE generally increase in moving left to right in a period.
Due to the presence of a fully-filled and half-filled orbital of beryllium and nitrogen, the ionization of beryllium and nitrogen slightly higher than the neighbor element boron and oxygen. Thus the ionization trends in the periodic table for the second period, Li ㄑ B ㄑ Be ㄑ C ㄑ O ㄑN 〈F ㄑ Ne.
Charge on Nucleus and Ionizing Species
An increase in the overall charge on the ionizing species (M+, M+2, M+3, etc) will enormously influence the ionization. During ionization, electron withdrawal from a positively charged species more difficult than from a neutral atom. But the first-IP of the elements varies with their positions in the periodic table.
- In each of the tables, the noble gas has the highest value.
- The alkali metals crystals have the lowest value for the ionization potential.
Ionization Energy and Chemical Properties
The learning chemistry of the potential in the chemical science of the element in a particular group is essential for the properties of the elements. Hence lithium, sodium, potassium, rubidium, cesium, and alkaline earth metal have a low value of ionization energy. Thus reactivity of alkali alkaline metals for the formation of polar molecules with ionic bonding is greater than the other elements of the periodic table.
Lower the value of potential, greater the reducing power of the elements in the redox reactions. Since the removal of an electron from the elements would be accepted from oxidizing agents. With the decreasing ionization energy, bases properties of elements increase and acid properties decreases. Ionization energy values also use for calculating bond energy and electronegativity of atoms in the chemical bonds by Mulliken.