First Ionisation Energy (): This is defined as the energy required to remove one mole of electrons from one mole of gaseous atoms to form one mole of gaseous ions. The general equation is represented as .
State of Matter: It is critical that the definition specifies the gaseous state, as this ensures the energy measured is solely for the removal of the electron without interference from intermolecular forces found in solids or liquids.
Endothermic Nature: Ionisation is always an endothermic process () because energy must be supplied to overcome the electrostatic attraction between the positively charged nucleus and the negatively charged electron.
Coulombic Attraction: The force holding the electron in the atom is governed by Coulomb's Law, where the attraction is proportional to the product of the charges and inversely proportional to the square of the distance ().
Effective Nuclear Charge (): This is the net positive charge experienced by an outer-shell electron. It is calculated as the total nuclear charge (atomic number) minus the shielding effect of inner-shell electrons ().
Shielding (Screening) Effect: Inner-shell electrons repel outer-shell electrons, effectively 'shielding' them from the full attractive force of the nucleus. More inner shells result in a significantly lower for valence electrons.
Sequential Increase: Successive ionisation energies () always increase for a given atom. Removing an electron from a positive ion is harder than from a neutral atom due to the increased proton-to-electron ratio and reduced repulsion.
Identifying Shell Jumps: A 'big jump' in successive ionisation energy values indicates that an electron is being removed from a new principal shell closer to the nucleus. For example, a large jump between and suggests the element has 2 valence electrons (Group 2).
Subshell Evidence: Smaller 'mini-jumps' in successive energy data can provide evidence for the removal of electrons from different subshells (e.g., moving from a subshell to an subshell within the same principal shell).
Group 2 vs. Group 13 (e.g., Be vs. B): There is a slight dip in IE at Group 13 because the electron is removed from a subshell, which is higher in energy and further from the nucleus than the subshell, and is also partially shielded by the electrons.
Group 15 vs. Group 16 (e.g., N vs. O): There is a slight dip at Group 16 because the electron is removed from a doubly occupied orbital. The repulsion between the two electrons in the same orbital makes the first one easier to remove.
| Comparison | Group 2 to 13 | Group 15 to 16 |
|---|---|---|
| Observation | Slight Decrease | Slight Decrease |
| Structural Cause | New subshell ( vs ) | Electron pairing in orbital |
| Energy Factor | Higher energy/shielded subshell | Inter-electron repulsion |
The 'Big Jump' Rule: When given a list of successive ionisation energies, always count the number of electrons removed before the first massive increase in energy to determine the number of valence electrons and the group number.
Keyword Precision: When explaining trends, always mention three specific factors: Nuclear Charge, Atomic Radius, and Shielding. Failing to mention all three often results in lost marks.
State Symbols: Always include in equations for ionisation energy. Examiners frequently penalize the omission of state symbols as the definition specifically requires the gaseous state.
Comparison Logic: When comparing two elements, structure your answer by stating which factor (e.g., shielding or radius) 'outweighs' the other (e.g., nuclear charge) to justify the final trend.