JOVANA
Library Glossary Getting Started Three Levels Fields How it works Mission
Join the mission
Back to the library
Chemistry 1918

The Adsorption of Gases on Plane Surfaces of Glass, Mica and Platinum

Irving Langmuir

A gas sticks to a solid just one molecule deep — and that single layer founded surface chemistry.

Choose your version
In depth · the introduction

When a gas sticks to a solid, it doesn't pile up — it lays down a coat exactly one molecule thick, and then stops.

The big idea

Leave a clean surface in a gas and some of the gas clings to it. That much was old news. Irving Langmuir's insight was about how much. The forces that hold a gas molecule to a solid, he argued, are so short-ranged that they can only grab the molecules touching the surface directly. A second molecule, sitting on the first, feels almost nothing. So the clinging layer is just one molecule deep — a single coat of paint, never two.

From that one picture he got a clean rule. Imagine the surface as a tray of seats. Gas molecules keep landing in empty seats, and seated molecules keep getting up and leaving. Push the gas pressure up and more seats fill — but only until the tray is full. The fraction of seats taken follows a tidy curve that rises fast, then levels off at 'full.' That curve is the Langmuir isotherm, and it is the foundation of surface chemistry.

How it came about

Langmuir was an unusual figure: not a university professor but an industrial scientist at the General Electric Research Laboratory in Schenectady, New York, hired to understand why light-bulb filaments burned out. Chasing the behaviour of hot wires and the thin films of gas on them, he was pulled into the deeper question of how gases meet solids at all — and he brought an experimentalist's obsession with clean measurements at very low pressures.

Out of that came the 1918 paper. It was so fruitful that in 1932 it helped make him the first scientist from industry, rather than a university, to win the Nobel Prize in Chemistry. Much of the surface work was done alongside Katharine Blodgett, whose name is preserved in the 'Langmuir–Blodgett films' that grew straight out of this research, and who later invented the non-reflective glass used in camera lenses and eyeglasses.

Why it mattered

Almost everything useful happens at surfaces: a catalyst speeds a reaction on its surface, a charcoal filter traps odours on its surface, a sensor detects a gas by what sticks to its surface. Before Langmuir, 'sticking to a surface' was a vague idea. After him it was a number you could predict, measure and design with. His single equation is still how chemists figure out how much surface a powder has, how a catalyst will behave, and how much of a pollutant a filter can hold.

A way to picture it

Think of a parking lot with a fixed number of spaces. Cars (gas molecules) keep arriving and keep leaving. When traffic is light, almost every car that arrives finds a spot, so the lot fills roughly in step with how many cars come. But as it gets crowded, new arrivals more and more often find every space taken and drive on. The lot can never be more than full — and crucially, you can't stack cars on top of cars. That 'one layer, then full' is exactly Langmuir's surface, and the filling curve is his isotherm.

Interactive Langmuir isotherm: one slider raises the gas pressure, another sets how strongly the gas sticks; the curve and a grid of surface sites fill up fast and then flatten as the single layer saturates.

Where it sits

This is the birth of surface chemistry, standing on the atomic picture of Dalton, Avogadro and Lewis already in this Library, and on the equilibrium thinking of Gibbs. Strikingly, the very same S-shaped saturation curve had appeared five years earlier in biology — the Michaelis–Menten law for enzymes, also here — because both are the same story of things filling a fixed set of sites. Langmuir's monolayer was later stacked into multilayers by the BET theory, which is how surface areas are measured to this day.

The original document
Original source text
Irving Langmuir · J. Am. Chem. Soc. 40 (1918) 1361–1403 · "The Adsorption of Gases on Plane Surfaces of Glass, Mica and Platinum"
The single-layer postulate
[Editorial summary] Langmuir opens by arguing that the forces holding a gas onto a solid are short-ranged — essentially the same valence forces that bind atoms in molecules, reaching out only about a molecular diameter. From this one premise a sharp conclusion follows: an adsorbed gas film, in most cases, can be only one molecule thick. The surface offers a fixed number of sites, and once a site is occupied the molecule above it lies beyond the reach of the surface's grip.
Adsorption as a dynamic balance
[Editorial summary] He then treats adsorption not as a static coating but as a continuous traffic: gas molecules strike the surface and stick to bare sites at a rate set by the pressure, while adsorbed molecules are forever evaporating back off. Equilibrium is the standstill where the two rates match — not an empty or a full surface, but a steady covered fraction that the molecules constantly turn over.
The isotherm
[Editorial summary] Setting the rate of condensation onto empty sites equal to the rate of evaporation from filled ones yields his isotherm: the fraction θ of the surface covered is bP/(1+bP), where P is the gas pressure and b measures how strongly the gas binds. The curve rises almost linearly at low pressure, bends over, and flattens toward θ = 1 as the single layer fills — the saturation that ordinary 'condensation' pictures could not explain. Langmuir checks this shape against his careful low-pressure measurements on glass, mica and platinum.
Mixtures, dissociation and reaction
[Editorial summary] The paper extends the same bookkeeping to several gases competing for the same sites, to molecules that split into two fragments on adsorbing (each needing a site), and to the way a surface that holds reactants is the stage on which catalysis happens — the seed of what became the Langmuir–Hinshelwood picture of surface reactions.
[ … ]
General Electric Research Laboratory, Schenectady · 1918