| Literature DB >> 23505347 |
Pouria Dasmeh1, Adrian W R Serohijos, Kasper P Kepp, Eugene I Shakhnovich.
Abstract
Since divergence ∼50 Ma ago from their terrestrial ancestors, cetaceans underwent a series of adaptations such as a ∼10-20 fold increase in myoglobin (Mb) concentration in skeletal muscle, critical for increasing oxygen storage capacity and prolonging dive time. Whereas the O2-binding affinity of Mbs is not significantly different among mammals (with typical oxygenation constants of ∼0.8-1.2 µM(-1)), folding stabilities of cetacean Mbs are ∼2-4 kcal/mol higher than for terrestrial Mbs. Using ancestral sequence reconstruction, maximum likelihood and bayesian tests to describe the evolution of cetacean Mbs, and experimentally calibrated computation of stability effects of mutations, we observe accelerated evolution in cetaceans and identify seven positively selected sites in Mb. Overall, these sites contribute to Mb stabilization with a conditional probability of 0.8. We observe a correlation between Mb folding stability and protein abundance, suggesting that a selection pressure for stability acts proportionally to higher expression. We also identify a major divergence event leading to the common ancestor of whales, during which major stabilization occurred. Most of the positively selected sites that occur later act against other destabilizing mutations to maintain stability across the clade, except for the shallow divers, where late stability relaxation occurs, probably due to the shorter aerobic dive limits of these species. The three main positively selected sites 66, 5, and 35 undergo changes that favor hydrophobic folding, structural integrity, and intra-helical hydrogen bonds.Entities:
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Year: 2013 PMID: 23505347 PMCID: PMC3591298 DOI: 10.1371/journal.pcbi.1002929
Source DB: PubMed Journal: PLoS Comput Biol ISSN: 1553-734X Impact factor: 4.475
Figure 1The mammalian phylogenetic tree constructed from A) nucleotide sequences and B) amino acid sequences.
The smaller tree A was used in maximum likelihood tests for adaptive evolution while the tree B was explicitly used for ancestral state reconstruction. The best evolutionary model with the lowest BIC score was Tamura-Nei92 with transition/transversion bias, R = 1.66 in A and Dayhoff in B. Both models allow among-site-rate-variation sampled from a discrete gamma distribution with four categories and shape parameters 0.33 and 0.46 for nucleotide and amino acid sequences respectively. The phylogeny A is divided into two groups of cetaceans (shown in red) and terrestrial mammals (shown in blue) to test the non-uniformity of molecular clock across different lineages and sites. The branch leading to cetaceans is shown with a black circle in Figure 1A.
Log likelihood values and parameter estimates of the site models, and branch-site models.
| Clades | Model | ln L | Estimates of parameters | 2Δl | P-value | Positively selected sites (BEB: P(ω>1)>0.50) |
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| M0 (one ratio) | −1241.82 | ω0 = 0.1980 | |||
| Free ratio | −1236.39 | See | (M0 vs. Free ratio) 10.86 | 0.69 | - | |
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| M1a | −1251.18 | p0 = 0.83845, p1 = 0.16155, ω0 = 0.02688, ω1 = 1 | - | |||
| M2a | −1248.47 | p0 = 0.84199, p1 = 0.14878, p2 = 0.00922, ω0 = 0.03212, ω1 = 1.00000, ω2 = 4.91963 | (M1a vs M2a) 5.42 | 0.06 |
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| M7 | −1251.39 | p = 0.06085 q = 0.29213 | - | |||
| M8 | −1247.47 | p0 = 0.98777, p = 0.11682, q = 0.66881, p1 = 0.01223, ω = 4.33010 | (M7 vs. M8) 7.84 | 0.019 |
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| M8fix | −1251.06 | p0 = 0.86441, p = 0.11615, q = 2.08136, p1 = 0.13559, ω = 1.00000 | (M8fix vs M8) 7.18 | 7.37×10−3 | - | |
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| M0 (one ratio) | −4499.91 | ω0 = 0.1062 | - | ||
| Free ratio | −4469.29 | See | (M0 vs. Free ratio) 61.24 | 0.065 | - | |
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| M0 (one ratio) | −4926.63 | ω0 = 0.08 | - | ||
| Free ratio | −4872.64 | See | (M0 vs. Free ratio) 107.98 | 4.8×10−4 | - | |
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| M1a | −4646.77 | p0 = 0.88207, p1 = 0.11793, ω0 = 0.05590, ω1 = 1 | - | |||
| Clade model (cetaceans) | −4594.72 | p0 = 0.68694, p1 = 0.04973,p2 = 0.26333, branch type 0: ω0 = 0.02043,ω1 = 1.00000, ω2 = 0.19272, branch type 1: ω0 = 0.02043, ω1 = 1.00000, ω2 = 0.43113 | (M1a vs. Clade Model) 104.1 | <10−16 | - | |
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| Model A | −4643.53 | p0 = 0.74119, p1 = 0.09943, p2 = 0.14053,p3 = 0.01885, ω0 = 0.05388, ω1 = 1, ω2 = 1 | (M1a vs Model A) 486 | <10−16 | - | |
| Null model A (ω = 1) | −4643.53 | p0 = 0.62272, p1 = 0.08364, p2 = 0.25887, p3 = 0.03477, ω0 = 0.05392, ω1 = 1, ω2 = 1 | (model A vs Null model A) 2 | 1 | 15, 27, 28, 101, 118, 140 | |
: P(ω>1)>0.95 is shown in bold.
The pair-wise evolution rate (i.e. dN/dS) among cetacean Mbs using the maximum likelihood approach described in Methods section.
| L_b_whale | |||||||||
| S_whale | 0.2761 | ||||||||
| P_s_whale | 0.2259 | 0.2122 | |||||||
| M_whale | 0.2647 | 0.2741 | 0.2735 | ||||||
| M_h_whale | 0.2433 | 0.1950 | 0.1890 | 0.1754 | |||||
| P_b_whale | 0.3057 | 0.2324 | 0.2636 | 0.1566 | 0.2386 | ||||
| Sei_whale | 0.3469 | 0.2538 | 0.2832 | 0.1262 | 0.2173 | 0.001 | |||
| S_b_whale | 0.1079 | 0.2641 | 0.2166 | 0.2796 | 0.2723 | 0.3261 | 0.3705 | ||
| Dolphin | 0.2805 | 0.2536 | 0.2374 | 0.2096 | 0.3328 | 0.2865 | 0.2592 | 0.3176 | |
| L_b_whale | S_whale | P_s_whale | M_whale | M_h_whale | P_b_whale | Sei_whale | S_b_whale | Dolphin |
The pair-wise evolution rate (i.e. dN/dS) among primate Mbs using the maximum likelihood approach described in Methods section.
| Human | ||||||||
| Chimpanzee | 0.0312 | |||||||
| Macaque | 0.0635 | 0.0860 | ||||||
| Gibbon | 0.0532 | 0.0774 | 0.0738 | |||||
| Marmoset | 0.1272 | 0.1480 | 0.0647 | 0.1101 | ||||
| Gorilla | 0.0435 | 0.0941 | 0.0949 | 0.1053 | 0.1666 | |||
| Lemur | 0.0487 | 0.0514 | 0.0566 | 0.0511 | 0.0537 | 0.0513 | ||
| Galago | 0.0964 | 0.0900 | 0.0742 | 0.1138 | 0.0753 | 0.0911 | 0.0905 | |
| Human | Chimpanzee | Macaque | Gibbon | Marmoset | Gorilla | Lemur | Galago |
Figure 2The Bayes empirical Bayes predictions for ω values for each site in cetacean Mb.
A) For each residue p(ω<1), p(ω = 1) and p(ω>1) are shown in cyan, green and red respectively. Residues 5, 21, 22, 35, 51, 66, 121, and 129 have probabilities (ω>1)>0.5 with <ω> = 5.86 from the M8 model using the ML-estimated branch lengths under the M0 model. B) Crystal structure of sperm whale Mb taken from the protein data bank (ID = 1U7S) [32] with residues color coded by p(ω). The figure was created using PyMOL (http://www.pymol.org).
Figure 3A) The Phylogenetic tree of cetacean Mb upon the divergence from terrestrial counterparts.
Ancestral states were inferred using the maximum likelihood (ML) approach described in Methods [59]. Amino acid changes in each branch are shown with the respective changes in free energy of folding, ΔΔG in kcal/mol calculated from the FoldX force field [28]. Stabilization and destabilization is presented by red and blue colors respectively across the phylogeny, with branch height proportional to |ΔΔG| of that specific branch. B) The average ω = dN/dS for the variable sites in A from the M8 model is plotted versus the average ΔΔG of mutations in these sites. C) The distribution of mutational effects in Mb from [36] is shown with the solid black line where arrows show the average ΔΔG for an average mutation in Mb (∼1.22 kcal/mol), in the cetacean clade among not-positively selected mutations (∼0.06 kcal/mol) and, among the positively selected residues (∼−0.26 kcal/mol). The probability of stabilization caused by positive selection is ∼0.8.
Figure 4A) Ala at position 5 shown in the crystal structure of sperm whale Mb as preferred over Gly in two lineages within the cetacean phylogeny B) leading to Baleen whales and Beaked whales.
C) Ser or His at position 35 is preferred over Gly for their ability to make a hydrogen bond with α-CO of Arg31 in the sperm whale clade of cetacean phylogeny D.
Figure 5Divergence of cetaceans and the increase in Mb concentration by ∼10–20 fold.
The experimental folding stability of apoMb is added to the difference in stability of holo and apoMb reported for horse heart Mb (2.7 kcal/mol). Stability is highly correlated with Mb concentration with correlation coefficient ρ = 0.88 and p-value = 0.000331. The Mb concentration has been measured in adorsi and in bpsaos muscle types. Data are taken from 1: [57], 2: [75], 3: [44], 4: [7] and 5: [76]. All the folding stabilities are taken from [14].