MixturesCourse level: High School / HonorsCourse level: AP Chemistry

Separating Mixtures and Chromatography

What you'll be able to do: Choose a separation technique from the properties of a mixture and interpret a chromatogram using retention factors.

Introduction

Mixtures are separated by exploiting a difference in physical properties. Chromatography is the most versatile of these methods, and it rests on a single competition between two phases.

These are recommended, not required. You can start this lesson at any time.

Learning objectives

  • Match a separation technique to the property difference it exploits
  • Explain the roles of the stationary and mobile phases
  • Calculate a retention factor from a chromatogram
  • Relate intermolecular attraction to how far a component travels

Choose a method from the physical difference

Mixture or taskMethodProperty difference used
Insoluble solid plus liquidFiltrationParticle size relative to filter pores
Recover nonvolatile dissolved solidEvaporation or crystallizationVolatility or temperature-dependent solubility
Recover solvent or separate volatile liquidsDistillationRelative volatility
Dissolved components with different phase preferencesChromatographyDistribution between stationary and mobile phases
Solute distributed between immiscible liquidsExtractionRelative solubility in the two phases

A filter does not remove ordinary dissolved ions from saltwater because they pass through with the solvent. To recover salt, evaporate or crystallize; to recover water, collect condensed vapor by distillation. Specify what you want to recover before choosing a technique. These methods separate existing components without requiring a chemical transformation, although careless heating can cause unwanted decomposition.

During distillation the vapor is richer in the more volatile component, so condensation changes the mixture's composition. Simple distillation works best when volatilities differ substantially or a nonvolatile solute is present. Fractional distillation improves separation of closer-boiling liquids through repeated vaporization/condensation steps. A mixture does not necessarily separate completely merely because its pure components have different boiling points; azeotropes and similar volatilities can limit the method.

How chromatography works

A stationary phase, such as the paper or a coated plate, stays fixed while a mobile phase, the solvent, moves through it. Every component is pulled two ways at once. A component that is held tightly by the stationary phase lags behind; one that prefers the solvent is carried along and ends up far up the plate.

In normal-phase TLC, the stationary phase is commonly polar silica and the eluent is the moving solvent mixture. A solute repeatedly adsorbs and returns to the solvent; stronger retention relative to solvation slows it. A high Rf means more travel under those specific conditions, not a universal label of “nonpolar.” Changing the solvent can change how strongly it competes with the surface for a component.

Interpret retention relative to both phases; low Rf often indicates strong retention on polar paper with a relatively nonpolar eluent.

Retention factor

The retention factor, Rf, is the distance travelled by the component divided by the distance travelled by the solvent front, measured from the same starting line. It has no units and always lies between zero and one. Under identical conditions, Rf is characteristic of a substance and can be used to identify it.

Use the spot center and the marked solvent front, both measured from the pencil origin. If the origin is 1.0 cm above the plate bottom, a spot at 3.0 cm and front at 9.0 cm have traveled 2.0 and 8.0 cm, so Rf = 0.25 rather than 3/9. Mark the front immediately, keep the origin above the solvent reservoir and use small spots to reduce streaking. The ratio has no units.

Rf = distance moved by component / distance moved by solvent front

Rf is a ratio of distances in the same run. A spot count is not proof that no other component is present.

Treat spot counts as minimum detectable components

Two resolved spots establish at least two detectable components under the conditions of the run. One visible spot is consistent with a pure substance but does not prove it: multiple compounds can co-migrate, a minor impurity can be below detection, and a component may not appear under the chosen visualization method. The usual classroom statement that a pure, stable, detectable substance gives one spot is a one-way expectation, not a two-way purity test.

Compare an unknown with standards on the same plate. A matching Rf supports identity under those conditions, especially with compatible detection behavior, but additional evidence is needed. A second solvent system can separate components that overlapped in the first, and a different detection method can reveal a previously invisible impurity.

Use a second solvent to test co-migration

Two spots that travel together in one chromatographic solvent may be the same compound, but they may also be different compounds with coincidentally similar attraction to both phases. A second solvent system can change their relative migration.

State the stationary and mobile phases when comparing retention factors; one Rf value alone does not prove identity or purity.

Matching Rf in one run is evidence, not a unique chemical fingerprint.

Key ideas

Definition
Stationary phase

The fixed material, often polar paper or silica, through which the solvent moves.

Definition
Mobile phase

The moving solvent that carries components up the plate.

Definition
Retention factor

A unitless ratio between zero and one that characterises how far a component travelled.

Rule
Attraction rule

Stronger attraction to the stationary phase means a shorter distance and a smaller Rf.

Equation
Retention factor

Rf = d_component / dsolvent

  • d_component = distance from the start line to the spot centre
  • dsolvent = distance from the start line to the solvent front

Worked examples

Worked example 1

A spot travels 3.6 cm while the solvent front travels 8.0 cm. Calculate the retention factor.

Try it first: Confirm both distances are measured from the same pencil start line.

    0 of 3 steps revealed.

    Worked example 2

    Two dyes are run on polar paper. Dye A has Rf = 0.85 and dye B has Rf = 0.20. Which dye is more strongly attracted to the paper?

    Try it first: Decide what a small Rf says about where the component spent its time.

      0 of 3 steps revealed.

      Worked example 3

      Unknown dye X and standard dye S each give Rf = 0.42 on one paper chromatogram. Can you conclude they are identical?

      Try it first: Ask whether two different dyes could co-migrate.

        0 of 3 steps revealed.

        Common mistakes

        Common mistakes and better checks
        MistakeWhy it's wrongCheck instead
        Reporting an Rf greater than one.A component cannot outrun the solvent that carries it.Recheck which distance is on the bottom of the fraction.
        Drawing the start line in ink.The ink dissolves and runs, contaminating the chromatogram.Always mark the start line in pencil.
        Starting the plate with the spot below the solvent level.The sample dissolves straight into the reservoir instead of travelling.Keep the solvent level below the start line.

        Scroll horizontally if needed to read all columns.

        After the lesson · Question bank

        Independent practice

        Work through new problems on your own. The lesson's quick checks and worked examples stay above if you need to review a step.

        21 topic questions across 3 difficulty levels.

        Loading practice questions…

        What you should now know

        Filtration, distillation, and chromatography each exploit a different physical property: particle size, boiling point, and relative attraction to two phases. In chromatography, a component that interacts more strongly with the mobile phase travels further and has a larger retention factor, calculated as the distance moved by the component divided by the distance moved by the solvent front.

        • Each separation technique exploits one differing physical property
        • Chromatography balances attraction to the stationary and mobile phases
        • Rf is the component distance divided by the solvent front distance
        • Rf is always between zero and one
        • Compare unknowns with references run on the same plate

        Your next step

        Lesson: Not marked completed

        Marking a lesson completed records that you finished reading it. Practice establishes mastery separately. Saved on this device.

        Try a short set of different questions to check what you can do independently.

        Watch and Learn

        An optional video to support this lesson.

        Loading video resources…

        Supplementary learning resources

        More resources for this topic →

        External resources belong to their respective creators. Chem Help is not affiliated with or endorsed by these providers. Links open the original provider; their terms apply.

        Sources and further reading

        Source attribution for this lesson has not been verified. Missing source records do not establish originality or reuse permission.