NB: If there are any question, comments or bugs, feel free to ask. ;)
IntroductionThe slides of the introduction are available here:
In this practical, you will learn how to prepare files for CodeML, how to use it for reconstructing ancestral sequences and how to compute the isoelectric point of protein sequences. There are a few scripts you will need to download during the practical.
If you need to make these scripts executable, use chmod:
chmod +x script.py
Tools used in this practical:# Libraries for Python
# Package for ancestral sequence reconstruction (and many other things)
CodeML from PAML: http://abacus.gene.ucl.ac.uk/software/paml.html
# Alignment tools
MAFFT L-INS-i: http://mafft.cbrc.jp/alignment/software/
(Clustal-Omega is the new aligner from ClustalW team, but much faster and more accurate)
# Alignment visualisation
# Phylogenetics tools
# Tree visualisation
This practical will focus on the lysozyme, an enzyme (EC 188.8.131.52) that damages bacterial cell walls. The Uniprot page is: http://www.uniprot.org/uniprot/P61626
They evolved differently in Primates:
Step 1: Prepare alignment.The quality of the ancestral reconstruction will heavily depend on the quality of the alignment and the tree topology (branch lengths are re-estimated during the reconstruction).
Please download the sequence file: lysozyme_primates.seq
Make a multiple alignment, either with Mafft-L-INS-i or Clustal-Omega:
mafft-linsi lysozyme_primates.seq > lysozyme_primates.fasta
clustal-omega-1.2.0-macosx --in lysozyme_primates.seq --out lysozyme_primates.fasta
(Please have a look at the alignment in Jalview)
The format of the resulting alignment is FASTA. However, most phylogenetic softwares use PHYLIP format. So, you have to convert it into PHYLIP.
Download the script "convert_fasta2phylip.py" and execute it:
convert_fasta2phylip.py lysozyme_primates.fasta lysozyme_primates.phy
(If you are not familiar, have a look at the differences between the alignment in FASTA and PHYLIP formats).
Step 2: Prepare alignment.We can now generate a tree, either with PhyML (one of the most accurate tool) or FastTree (very fast and pretty accurate):
phyml -i lysozyme_primates.phy -d aa -m JTT -c 4 -a e -b 0
mv lysozyme_primates.phy_phyml_tree.txt lysozyme_primates.tree
-i = input file
-d aa: amino acid sequences
-m JTT: (substitution matrix). JTT works fine for most proteins, but other matrices (WAG, LG) can do slightly better.
-c 4: (numbers of categories for the gamma distribution)
-a e: (estimate alpha parameter for the gamma distribution)
-b 0: (we don't want boostrap, as this will cause trouble for further analyses in CodeML).
FastTree -nosupport lysozyme_primates.phy > lysozyme_primates.tree
-nosupport:(we don't want boostrap, as this will cause trouble for further analyses in CodeML).
Finally, we could root the tree. Use NJplot and root it by the group containing the Marmoset sequence (Callithrix jacchus).
Save it as "lysozyme_primates_rooted.tree"
Step 3: Run ancestral sequence reconstruction.
The ancestral sequence reconstruction is done by CodeML, from the PAML package.
It is launched with "codeml control_file.ctl"
You may have to copy the file "jones.dat" from the dat folder in the PAML package, or indicate its location.
The control file contains many parameters:
seqfile = lysozyme_primates.phy * sequence data filename
treefile = lysozyme_primates_root.tree * tree structure file name
outfile = lysozyme_primates.mlc * main result file name
noisy = 9 * 0,1,2,3,9: how much rubbish on the screen
verbose = 2 * 0: concise; 1: detailed, 2: too much
runmode = 0 * 0: user tree; 1: semi-automatic; 2: automatic
* 3: StepwiseAddition; (4,5):PerturbationNNI; -2: pairwise
seqtype = 2 * 1:codons; 2:AAs; 3:codons-->AAs
clock = 0 * 0:no clock, 1:clock; 2:local clock; 3:CombinedAnalysis
aaDist = 0 * 0:equal, +:geometric; -:linear, 1-6:G1974,Miyata,c,p,v,a
aaRatefile = ./jones.dat * only used for aa seqs with model=empirical(_F)
* dayhoff.dat, jones.dat, wag.dat, mtmam.dat, or your own
model = 2
* models for codons:
* 0:one, 1:b, 2:2 or more dN/dS ratios for branches
* models for AAs or codon-translated AAs:
* 0:poisson, 1:proportional, 2:Empirical, 3:Empirical+F
* 6:FromCodon, 7:AAClasses, 8:REVaa_0, 9:REVaa(nr=189)
icode = 0 * 0:universal code; 1:mammalian mt; 2-10:see below
Mgene = 0 * codon: 0:rates, 1:separate; 2:diff pi, 3:diff kapa, 4:all diff
* AA: 0:rates, 1:separate
fix_alpha = 0 * 0: estimate gamma shape parameter; 1: fix it at alpha
alpha = 0.5 * initial or fixed alpha, 0:infinity (constant rate)
Malpha = 1 * different alphas for genes
ncatG = 4 * # of categories in dG of NSsites models
getSE = 0 * 0: don't want them, 1: want S.E.s of estimates
RateAncestor = 1 * (0,1,2): rates (alpha>0) or ancestral states (1 or 2)
Small_Diff = .5e-6
cleandata = 0 * remove sites with ambiguity data (1:yes, 0:no)?
method = 1 * Optimization method 0: simultaneous; 1: one branch a time
* Genetic codes: 0:universal, 1:mammalian mt., 2:yeast mt., 3:mold mt.,
* 4: invertebrate mt., 5: ciliate nuclear, 6: echinoderm mt.,
* 7: euplotid mt., 8: alternative yeast nu. 9: ascidian mt.,
* 10: blepharisma nu.
* These codes correspond to transl_table 1 to 11 of GENEBANK.
Explanation of some parameters:
runmode = 0 => We provide the tree.
clock = 0 => We don't set a molecular clock. We assume that the genes are evolving at different rate.
aaDist = 0 => We don't use the physicochemical properties of the amino acid.
aaRatefile = ./jones.dat => We use the JTT matrix. Other matrix could be used (WAG, etc...)
model = 2 =>We use an empirical model (= substitutions matrix such as JTT).
fix_alpha = 0=> We estimated the alpha parameter of the gamma distribution.
alpha = 0.5 => We start the estimation from 0.5
RateAncestor = 1 =>Force the estimation of ancestral states.
cleandata = 0 =>Keep all ambigous data ("-", "X").
Please have a look at the output.
CodeML will also write into many files, but only two are of interest here:
lysozyme_primates.mlc => Contains many information on evolutionary rates.
- rst => Contains ancestral states for sites and for nodes.
In the rst file, there is also how the tree has been annotated, under the line "tree with node labels for Rod Page's TreeView".
You can copy this tree into a file (i.e. "lysozyme_primates_annotated.tree"), open it with NJplot, and display the "bootstrap values".
We can see at which node correspond which ancestral sequence.
- What is the estimated alpha parameter of the gamma curve?
- How many categories where used? And what are their frequencies?
- In Jalview, we observed at column 68 a mixture of E(Glu), Q(Gln) and R(Arg). But what was the most likely state of this position in the last common ancestor of all sequences? What are the probabilities of A(AlA), E(Glu), Q(Gln) and R(Arg)?
- What are the evolutionary events (amino acid substitutions) at the basis of the Hominoidea clade (Hylobates lar, Gorilla, Pan Paniscus, Homo sapiens)?
Now it is time to extract ancestral sequences and put them in a file. The rst file is quite difficult to parse, hopefully, each ancestral sequence start by "node".
Download the following script and execute it: parse_rst.py
It displays ancestral sequences in FASTA format. Let's put them in a file:
./parse_rst.py rst > ancestral_sequences.fasta
Part 4: Compute physico-chemical properties on ancestral sequences.
In Biopython, there is a function to compute the isoelectric point (pI):
analysed_protein = ProtParam.ProteinAnalysis(sequence)
pI = analysed_protein.isoelectric_point()
The following script will compute the pI for all sequences in a FASTA file: compute_pI.py
By launching it, we can retrieve the pI for modern primate lysozymes:
And similarly for ancestral sequences:
Part 5: Map properties on tree.We could easily map ancestral properties on the tree. The tree provided in rst contains nodes where bootstrap information is.
We just need to change the values of these nodes by the corresponding pI.
Download the following script and execute it: map_on_tree.py
./map_on_tree.py ancestral_sequences.fasta lysozyme_primates_annotated.tree > lysozyme_primates_annotated_pI.tree
Have a look at both trees in a text editor.
You can load it in NJplot and see the different pI at the bootstrap place.
Alternatively, you can install FigTree: http://tree.bio.ed.ac.uk/software/figtree/
and load the tree.
In FigTree, set the following parameters:
Setup: Colours -> Scheme: Colour gradient
Line Weight 4