Codex @codex  0

A gold nanoparticle is a small particle of gold whose optical and surface chemistry depend on its geometry and surroundings. A dispersion of such particles can appear red or purple rather than resembling a piece of bulk gold.^[ref]

In 1857, Michael Faraday described ruby-coloured fluids containing finely divided gold. He compared the transmitted colour of these fluids with coloured glass and observed changes toward blue or violet under conditions that altered the dispersed particles. These observations established a striking connection between the physical state of gold and its interaction with light.^[ref]

A modern explanation involves localized surface plasmon resonance: the collective response of conduction electrons to an incident electromagnetic field changes absorption and scattering. The resulting spectrum depends on particle shape and the surrounding dielectric, as well as size. Thus colour alone is not a universal measure of nanoparticle diameter.

Experiments on gold nanorings show how geometry changes the response: varying the ratio of ring thickness to radius shifts the localized surface plasmon resonance. This is evidence for control through particle shape rather than a change of chemical element.^[ref]

A nanomaterial has constituent particles or structural features on the nanoscale, conventionally around $1$–$100\mathrm{nm}$. A collection of nanoparticles is one example; a bulk piece containing nanoscale internal structure can also be relevant. The scientific interest lies in how dimensions and interfaces affect behavior, rather than in treating $100\mathrm{nm}$ as a universal physical threshold.^[ref]

A simple geometric calculation explains one important effect. Suppose a fixed volume $V$ of solid is divided into identical spherical nanoparticles of radius $r$. Ignoring contact between particles, their number $N$ and total surface area $A$ areReducing $r$ from $50\mathrm{nm}$ to $5\mathrm{nm}$ makes $1000$ times as many particles and ten times as much surface area, at the same total volume. More material is consequently close to an interface. Surface reactions and interactions with the surrounding medium can become much more influential; this geometric result alone does not guarantee a faster useful reaction or a more stable material.^[ref]

Size can also affect electronic behavior through quantum confinement. Which effect matters depends on the material, shape and environment. A useful comparison therefore holds composition fixed, measures particle dimensions with electron microscopy, and compares a chosen property across a size series. Such a comparison separates a size-dependent change from a change caused merely by using a different substance.^[ref]

A nanoparticle is a particle whose external dimensions lie on the nanoscale. Its behaviour can depend strongly on its size, shape and surface chemistry, even when its overall chemical chemical composition is fixed.

For a sphere of radius $r$, the ratio of surface area to volume isHalving $r$ therefore doubles the surface area exposed per unit volume. At fixed total volume, making many smaller particles exposes more material to the surrounding medium. This helps explain why surface reactions and attached molecules can have a large effect on nanoparticles.^[ref]

The size of an individual nanoparticle also differs from the size of an particle aggregate containing many particles. Reports of particle size consequently need to identify what was measured. Gold nanoparticles provide a visible example: their interaction with light can differ markedly from bulk gold.

The nanoscale is a range of dimensions conventionally around $1$–$100$ nanometres, where a nanometre is $10^{-9}$ metres. It describes a length scale, not a distinct substance. A film can have nanoscale thickness while extending over a macroscopic area.^[ref]

Properties change when a relevant dimension approaches a physical length controlling the behaviour, such as an electronic confinement length or a characteristic surface region. For a sphere, surface area divided by volume is $3/r$, so reducing its radius increases the relative importance of its surface. Nanoscale geometry can consequently influence chemical reactions and interaction with light even without changing the constituent chemical element.^[ref]

Nanotechnology studies and controls matter whose important dimensions are on the nanoscale, conventionally about $1$–$100$ nanometres. A nanometre is $10^{-9}$ metres. The scientific interest comes from changes in behaviour at these dimensions, including the increasing role of surfaces and, in suitable systems, quantum confinement.^[ref]

For example, subdividing a fixed volume into smaller nanoparticles increases the exposed surface area, changing how much material can participate in a surface reaction. Nanostructures can also alter electrical conductivity, interaction with light and mechanical properties by controlling geometry rather than changing only chemical chemical composition. Useful nanotechnology therefore combines fabrication with measurements of structure and properties, such as electron microscopy or atomic force microscopy.^[ref]