From Simple Salts to Crowded Ionic Liquids
The classic view of the EDL, called the Gouy-Chapman-Stern model, pictured ions in a dilute solution arranging themselves neatly near a charged surface. Positive ions would hover near a negative electrode, and vice-versa, forming a diffuse cloud. It was orderly and predictable.
Ionic liquids are a different beast. Because they are 100% ions, with no solvent to dilute them, they are an intensely crowded ionic environment. Imagine trying to neatly organize that concert crowd when everyone is shoulder-to-shoulder; the simple rules break down. Strange phenomena emerged from experiments:
Overscreening
An electrode attracts so many opposite-charge ions that they "overshoot," creating a layered structure of alternating charges.
Crowding
Ions are so packed that they can't always move freely to accommodate a charge, leading to saturation effects.
Complex Layering
Instead of a simple cloud, ions form distinct layers, like oranges in a crate.
To explain this, scientists adapted Mean-Field Theory (MFT). In essence, MFT simplifies the complex, individual interactions between billions of ions by assuming each ion feels an average "field" or force from all its neighbors. For ionic liquids, this theory was modified to account for their key features: the ions' finite size (they can't be treated as infinitely small points) and their strong correlations (how the movement of one ion directly affects its neighbors).
Animation showing ion movement in an electrical double layer