Bke2 Biochemistry Exercises
Group exercise: Biochemical methods
In this exercise, we will take a walk through an imaginary protein
preparation and analysis (of proteins X and Y), looking at which steps
might typically be used, how they work, and how they are linked together.
One thing to note before we get started, is that biochemists often refer to
a protein's size in terms of its molecular weight, in kDa (a kilodalton,
kDa, is 1000 times the molecular mass of hydrogen). Each amino acid residue
counts for about 110 daltons, that is, about 0.11 kDa.
- Let's pretend that we had grown some cells, and from all of the proteins in
the cell we want to purify two proteins, let's call them X and Y. We have broken
the cells open with sonication (homogenisation with ultrasound) in a buffer at
pH 7, and removed the cell debris (membranes, cells walls, etc.) by
centrifugation. We will use (NH4)2SO4
precipitation as our first purification step here. It is a crude method of
protein fractionation, usually applied in the early stages of purification.
We add (NH4)2SO4 to our protein solution to 40%
saturation (about 1.6 M (NH4)2SO4), and
centrifuge out anything that precipitates then. To the remaining solution,
we'll add (NH4)2SO4 to 70% saturation, and
spin down things that precipitate then. The two "pellets" (the stuff that
precipitated out), are redissolved in a small volume of buffer. We'll keep
each of these three samples separate.
a) Describe the principle of (NH4)2SO4
fractionation. Would you expect all proteins to precipitate at the same
concentration of (NH4)2SO4? Why or why
not?
b) Suggest two methods for removing
(NH4)2SO4 in preparation for the next
purification step. Do you actually need to remove the
(NH4)2SO4 before the next purification
step given here (see Step 3)?
- Next, we'll use SDS-polyacrylamide gel electrophoresis (SDS-PAGE) to
analyze our three samples from the
(NH4)2SO4 fractionation. We find that
both X and Y came out in the same ammonium sulfate fraction (between
40%-70% saturation). So, they will need further purification, if we want
them separated from each other, and from other proteins.
We can also use this method to measure the molecular weight of the
denatured proteins, if we know how a set of standard proteins behaves (we
run samples of them at the same time, on the same gel).
The following proteins were subjected to SDS-PAGE:
| Protein |
Mr(kDa) |
migration (mm) |
| serum albumin |
67 |
11 |
| ovalbumin |
45 |
23 |
| carbonic anhydrase |
32 |
34 |
| trypsin inhibitor |
21.5 |
46 |
| lysozyme |
14.4 |
59 |
| Protein X |
? |
28 |
| Protein Y |
? |
54 |
Plot the log of the molecular weight (in kDa) versus the distance the
protein migrated in the gel. That plot should give a straight (well,
almost) line for the known proteins. Use this plot to estimate the
molecular weights of Proteins X and Y.
- Gel filtration chromatography can be used both for purification, and to
estimate the native (non-denatured) molecular weight of proteins. So, we
will use it to determine the molecular weights of X and Y, at the same time
as we purify them further. To do the size estimate, we need to know the
relationship between protein size and behavior on a particular gel
filtration column. We, therefore, "calibrate" our column, by passing a
series of proteins with known molecular weights through it, measuring the
elution volume for each protein (Ve, the volume of solution it
takes to elute - wash off - that protein from the column). A value, K, can
then be calculated for each protein, using the
formula:
K = (Ve - V0)/(VT -
V0)
where
Ve = elution volume
VT = total column volume
V0 = void volume
(You obviously need to have V0 and VT as well as
Ve, to use the formula.) A plot of log(Mr) versus K
should yield a straight line. The molecular weight of any other protein can
then be determined from its elution volume, together with this plot.
So, let's get VT and V0.
a) The void volume (V0) is the volume of the fluid outside of the
resin beads. How might one determine the void volume of a gel filtration column?
b) Our gel filtration column has a diameter of 7.5 mm and a length of 300
mm. What is the total volume (VT) of the column?
c) Now this column can be used to estimate the molecular weight of our two
proteins, X and Y. Given that V0 of the column = 5.2 ml, the
VT from part b, and the elution volumes for a series of proteins
as follows:
| Protein |
Mr (kDa) |
Ve (ml) |
| thyroglobulin |
669 |
7.7 |
| catalase |
232 |
9.4 |
| alcohol dehydrogenase |
150 |
9.8 |
| serum albumin |
67 |
10.0 |
| ovalbumin |
43 |
10.7 |
| RNase |
13.7 |
12.0 |
| Protein X |
? |
9.9 |
| Protein Y |
? |
10.3 |
calculate the K's and make a plot as described above.
What are the measured molecular weights of Proteins X and Y by this method?
d) In the SDS gel, which protein ran fastest? Is that the same as their
order of elution on the sizing column here? Why or why not?
e) Compare the values you obtained for the molecular weights of X and Y
with the results you obtained from the SDS gel. Suggest a possible reason
why these results may not agree. Is there a better way to determine the
molecular weight of a protein?
- To choose further purification methods, it can be very helpful to know
something about the charge characteristics of your proteins, and how
different pH's may affect them. In the example given here, a special gel is
used to determine the charge of a protein at a variety of pH values. The
gel has a pH gradient from 3 to 9 along the x-axis:
A line of protein solution is applied to the gel (along the dashed line in
the diagram). An electric potential is applied to the gel, and the proteins
migrate towards the anode (+) or cathode (-), depending on their charge.
a) What are the approximate pI values of Proteins X and Y?
b) The charge of a protein affects its solubility. We used solubility as a
means of crude purification in Step 1. Which pH values might be used for
optimizing separation of X and Y by
(NH4)2SO4 precipitation?
- Ion exchange is one of the most useful of the column chromatography
methods, and we'll do that next.
a) What pH value would be suitable for chromatography of Y on DEAE-agarose
(anion-exchange
; see p. 66 of Horton or p. 50, Stryer)?
b) What pH value might you choose for chromatography of Y on CM-Sepharose
(cation-exchange
)?
c) What kind of ion exchange and what pH will you use to separate proteins
X and Y? How will you elute the proteins from the column?
- These days, we often try to get smarter when we need to prepare a new
protein. One useful way is to "fuse" our protein sequence to another one
that we can use as a handle for purification in affinity chromatography, often
called a purification "tag". A very common tag is the enzyme glutathione
transferase (GST). In vivo, GST catalyses the attachment of glutathione
(a small peptide found in most cells) to a variety of other molecules (often
toxic compounds), as the first step of getting rid of them. GST has a high
affinity (= strong binding) for glutathione, which we can make use of here.
So, let's pretend that we have constructed a gene for such a fusion protein by
joining the gene sequences for GST and protein X. We also put a short gene
sequence in between that codes for a short linker peptide that contains a
cleavage site for a protease. We put the gene in a bacterium (eg. E. coli)
that reads the gene and makes a single polypeptide that contains both the GST
enzyme and our protein X and has a linker peptide in between the proteins that
can be recognised and cleaved by a protease. We have got our fusion protein:

a) What do we need to make use of the high affinity of GST for glutathione
in purification of our fusion protein?
b) How might we get our protein off the column with the GST still attached (i.e. the intact fusion protein)?
c) How might we get our protein off the column without the GST attached (i.e. only protein X and not the GST)?
- Let's suppose that you found that protein Y precipitated irreversibly
when you used the (NH4)2SO4 step. Suggest
another purification protocol for our proteins X and Y. This is limited
only by your own creativity!
Reading material: Horton, Chapter 3 (also try Stryer, Chapter 3, if you want more reading)
Lecture:
Biochemical methods
Links:
Suggested answers
Exercise by Markku Saarinen & Sherry Mowbray
Contents updated 2000.08.22 by mowbray@xray.bmc.uu.se
Page updated 2002.09.04 by jerry@xray.bmc.uu.se
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