Refractive Index

Refractive Index Measurement

Detailed Description

Refractive index (n) is a dimensionless number that describes how light propagates through a medium. It is defined as the ratio of the speed of light in vacuum to the speed of light in the medium. In the context of a Safety Data Sheet (SDS), refractive index serves as a characteristic physical property that can be used for substance identification, purity assessment, and quality control.

The refractive index is defined by the equation:

n = c/v

Where:

When light passes from one medium to another, it changes direction according to Snell's law:

n₁ sin θ₁ = n₂ sin θ₂

Where:

Key concepts related to refractive index include:

Importance in Safety Data Sheets

Refractive index information in an SDS is important for several reasons:

Measurement Methods

Several techniques are used to measure refractive index:

Method Description Typical Applications
Refractometer Measures the critical angle of total internal reflection Liquids, solutions, transparent solids
Abbe Refractometer Uses critical angle principle with compensation for dispersion Precise measurements for liquids and solutions
Digital Refractometer Automated measurement using critical angle principle Routine quality control, field measurements
Immersion Method Observes visibility of a solid immersed in liquids of known refractive index Transparent solids, powders, fibers
Interferometry Measures phase shifts in light waves Thin films, optical materials, high precision measurements
Ellipsometry Measures changes in polarization state of light reflected from a surface Thin films, surfaces, complex refractive index
Becke Line Method Microscopic technique observing bright line at particle boundaries Small particles, minerals, forensic analysis
ASTM Methods Standardized procedures (e.g., ASTM D1218, D1747) Regulatory testing, specification compliance

Refractive Index Notation and Conventions

Refractive index values are typically reported with specific notation:

Notation Description Example
nD Refractive index measured at the sodium D line (589.3 nm) nD = 1.3330 (water at 20°C)
nD20 Refractive index measured at the sodium D line and 20°C nD20 = 1.3330 (water)
nF, nC Refractive indices at the hydrogen F line (486.1 nm) and C line (656.3 nm) Used for calculating dispersion
n(λ) Refractive index as a function of wavelength λ Dispersion relation
n + ik Complex refractive index, where k is the extinction coefficient For absorbing materials
ne, no Extraordinary and ordinary refractive indices for birefringent materials For anisotropic crystals

The most commonly reported value in SDSs is nD20, the refractive index measured at the sodium D line (589.3 nm) and 20°C.

Refractive Indices of Common Substances

Substance Refractive Index (nD20) Category Notes
Air 1.000293 Very Low At standard conditions
Water 1.333 Low Reference liquid
Ethanol 1.361 Low Common alcohol
Glycerol 1.473 Moderate Viscous alcohol
Olive Oil 1.47 Moderate Typical vegetable oil
Benzene 1.501 Moderate Aromatic hydrocarbon
Acrylic (PMMA) 1.49 Moderate Common plastic
Crown Glass 1.52 High Common optical glass
Polycarbonate 1.586 High Used in eyewear
Carbon Disulfide 1.628 High High dispersion liquid
Flint Glass 1.62-1.96 High Lead-containing glass
Sapphire 1.762-1.778 Very High Anisotropic crystal
Diamond 2.417 Very High Highest natural refractive index

Factors Affecting Refractive Index

Temperature

Refractive index generally decreases with increasing temperature due to decreasing density. The temperature dependence can often be approximated by:

n(T) = n(T₀) + dn/dT × (T - T₀)

Where:

For most liquids, dn/dT is negative and typically in the range of -1×10⁻⁴ to -5×10⁻⁴ per °C.

Wavelength (Dispersion)

Refractive index varies with wavelength, a phenomenon known as dispersion. For transparent materials in the visible range, refractive index typically decreases with increasing wavelength. This relationship can often be described by the Cauchy equation:

n(λ) = A + B/λ² + C/λ⁴ + ...

Where:

Concentration (for Solutions)

For solutions, refractive index typically varies with concentration, often in a nearly linear relationship for dilute solutions:

n = n₀ + α × c

Where:

Pressure

Refractive index generally increases with pressure due to increasing density. For most materials, the pressure dependence is relatively small at moderate pressures but can become significant at very high pressures.

Molecular Structure

The molecular structure significantly affects refractive index:

Refractive Index and Safety Considerations

While refractive index itself is not directly related to chemical hazards, it can have several safety implications:

It's important to note that refractive index measurements typically require direct contact with the sample, which should be performed with appropriate safety precautions based on the hazards of the material being tested.

Examples of Refractive Index Descriptions in SDSs

Regulatory Considerations

Refractive index is not specifically mandated by GHS for all substances, but it is often included in Section 9 of Safety Data Sheets as supplementary information that helps with substance identification and quality control.

Refractive index information is particularly relevant for:

While not directly related to hazard classification, accurate substance identification is fundamental to proper hazard communication, making refractive index an important supporting parameter in many cases.

Best Practices

When reporting refractive index in an SDS: