Pure substances
In chemistry a pure substance is a single element or
compound , not mixed with anything else. In everyday language "pure"
means nothing added, like pure orange juice, which is chemically a mixture
A pure substance melts and boils at a specific, sharp temperature .
A mixture melts and boils over a range of temperatures,
and an impurity lowers the melting point and raises the boiling
point
So melting point data tells you purity: a sample that melts sharply at the
known value is pure; one that melts over several degrees, below the known
value, is impure
A formulation is a mixture designed as a useful product .
Each component has a particular purpose , and they are mixed in
carefully measured quantities so the product has the properties
needed
Examples: fuels, cleaning agents, paints, medicines, alloys, fertilisers,
foods
Recognise one in a question by the description: several components, each
with a job, in fixed proportions
A solution is not pure water, and a salt solution is not a pure substance.
The words "solution" and "liquid" are not accepted where "pure" is required.
A pure product is the dry solid with all the water removed
To identify a formulation, point to the fixed proportions and the
purpose of each ingredient ; a random mixture is not one
Chromatography
Paper chromatography separates a mixture and helps identify the
substances in it
Two phases: the stationary phase (the paper) does not move; the
mobile phase (the solvent) moves up through it
Separation depends on how each substance is distributed between the two
phases : a substance that is more soluble in the solvent and
less attracted to the paper travels further
R f = distance moved by substance distance moved by solvent R_f = \frac{\text{distance moved by substance}}{\text{distance moved by solvent}} R f = distance moved by solvent distance moved by substance
Measure from the start line to the centre of the spot , and
from the start line to the solvent front . R f R_f R f has no units and is
always less than 1
Worked example: a spot moves 3.6 cm and the solvent 8.0 cm.
R f = 3.6 8.0 = 0.45 R_f = \frac{3.6}{8.0} = 0.45 R f = 8.0 3.6 = 0.45
A substance has a different R f R_f R f in different solvents , but the
same R f R_f R f in the same solvent, so R f R_f R f values can identify compounds when
compared with known values
A pure compound gives a single spot in every solvent. A
mixture gives more than one spot, and its spots may separate differently
in different solvents
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Reading a chromatogram pencil start line solvent front each spot has travelled a different distance distance moved by the spot distance moved by the solvent Rf = distance moved by the spot ———————————————— distance moved by the solvent Rf is always between 0 and 1, and has no units. For a given solvent it is the same every time, so it can be used to identify a substance. The start line is drawn in pencil because ink would dissolve in the solvent and run up the paper. A pure substance gives one spot; a mixture gives more than one. A chromatogram: paper with a pencil start line, several spots at different heights, the solvent front marked, and the two distances for one Rf value labelled
To explain why a spot moved further, use both ideas the question
points to: more soluble in the solvent or less strongly attracted
to the paper . If the question mentions attraction to the paper,
answer in those terms
Give R f R_f R f to two significant figures and check it is below 1. A
value above 1 means the fractions are upside down
The R f R_f R f relationship: the spot and solvent distances are directly
proportional , so if the solvent travels twice as far, so does the
spot. Saying "both moved further" is not the relationship
Required Practical 6: paper chromatography
Draw a start line in pencil about 1 cm from the bottom of the
chromatography paper. Pencil does not dissolve; ink would run
Put a small spot of each ink or dye on the line, and let it dry.
Keep spots small so they do not spread
Pour solvent (water, or ethanol for insoluble dyes) into a beaker to a depth
below the start line , so the spots do not wash off
Stand the paper in the solvent, held by a lid or a glass rod, and cover with
a lid to stop the solvent evaporating
Remove the paper when the solvent is near the top and mark the solvent
front in pencil at once, before it dries. Let the paper dry
Measure the distances and calculate R f R_f R f for each spot. Compare
with the spots from known pure dyes run alongside
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Required practical — paper chromatography lid, to stop the solvent evaporating — the paper hangs from a rod under it chromatography paper pencil start line with the spots on it — it must sit ABOVE the solvent, or the spots would wash off into the solvent a shallow layer of solvent in the bottom of the beaker The solvent moves up the paper. Substances that are more attracted to the solvent than to the paper travel further, so the mixture separates out. Take the paper out before the solvent reaches the top, and mark the solvent front in pencil straight away. The practical set-up: a beaker with a shallow layer of solvent, chromatography paper hanging from a rod under a lid, the pencil start line above the solvent level with spots on it
The two answers the examiner looks for in "what was wrong with the
method": the solvent level was above the start line , and there was
no lid . Say the start line, not "the paper", was in the solvent
If a dye does not move in water, change the solvent , for example to
ethanol