Introduction
While tightly regulated, the cytoplasmic pH (pH IN) shows significant fluctuations as a
function of cellular state, including during the cell cycle, development, in injury or disease,
and as a function of organism or tissue type (1–9). While pHIN is typically assumed to be
around 7.2, observations of mammalian and yeast cells pH IN range from 5.3 and 7.6 (1–
5, 10–13). There is growing evidence that a wide range of cellular processes respond to
changes in pHIN. Acidification of pHIN during ischemia is thought to be strongly protective
of cardiac tissue through regulation of systems as diverse as contractile machinery, the
mitochondria and proteases (14). The atypical regulation of intracellular pH in cancer
affects a range of cellular processes, including glucose metabolism, migration and cell
cycle progression (4, 15, 16) . Moreover, changes in pH need not be large to direct
signaling processes in mammalian cells, with cellular responses seen for pH shifts as
small as 0.2 to 0.3 units (3, 17).
The most well understood molecular mechanisms of cellular pH responses typically occur
through changes in the protonation state of ionizable residues in ordered structures, where
the local chemical environment is tuned to shift the p Ka of amino acid side chains to the
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
3
relevant physiological range. This is most well studied in enzyme active sites, including
many examples of pH regulation in the cytoskeleton (18–27). Increasingly, protonation
resulting from the physiological variation in pH IN is being described as a form of post -
translational modification (PTM), because protonation regulates protein function though
altering enzymatic activity or binding interactions (28–30). This effect is akin to traditional
PTMs, though the protonation state is regulated by global pH IN changes, rather than by
specific modifying enzymes.
While histidine protonation is commonly seen as the primary mechanism of pH regulation
in disordered regions (31–33), there is increasing evidence that residues within acidic
clusters, particularly glutamates, can be protonated in physiological conditions . Acidic
residues typically have pKa values around 4, far below the typical physiological pH range
(20). Nonetheless, glutamate protonation is implicated in the pH gradients observed in the
nucleolus, in regulation of G3BP1/2 condensation, in the stress- and pH-dependent phase
separation of Sup35 in yeast, and in the aggregation of prothymosin α (34–38). Moreover,
clustering of glutamate residues in disordered regions is a prevalent and conserved
feature in disordered proteins, suggesting their functional importance (39).
However, it remains to be determined the extent to which the pH -sensing of glutamate-
rich regions is a general feature. The molecular mechanisms underlying the physiological
pH response from an amino acid with a relatively low p Ka value are not well understood,
nor are the sequence features that enable such a pH response , or how or whether the
observed pH response elicits a biological outcome. Given the potential for widespread
use of glutamate clusters in pH sensing, we sought to determine whether pH sensing was
a conserved feature of glutamate clusters in an orthogonal bio logical system to those
already considered(34–36).
In nearly all eukaryotes, α- and β-tubulins contain glutamate-rich C-terminal tails (CTTs).
Many eukaryotes express multiple genes encoding for α - and β -tubulins, known as
isotypes. The result is a rich library of protein sequences to probe glutamate -mediated
pH responses (40). Microtubules, built from α- and β-tubulins, play a central role in cellular
signaling, mobility and division, all cellular functions regulated by changes in pHIN (28, 41).
The CTTs protrude from the microtubule surface and are therefore a primary site of binding
of microtubule-associated proteins (MAPs) and of PTMs (42). Knowing that microtubules
play a central role in changes in cell behavior broadly, we sought to determine whether
and how CTTs respond to changes in pH, and whether these responses were important
for the regulation of microtubule function.
Here we investigate the pH sensitivity of tubulin CTTs and the effects of protonation on
the CTT conformational ensemble and binding. We use a combination of nuclear
magnetic resonance (NMR) spectroscopy, circular dichroism (CD), molecular dynamics
simulations, and reconstitution experiments to measure pH -dependent protonation,
protein conformational changes and protein binding. The measured p Ka values in the
CTTs studied are shifted significantly higher than from their model values (20). We identify
two primary mechanisms driving this shift: 1) electrostatic repulsion within clusters of
glutamate and aspartate residues, 2) hydrogen bonding with nearby glutamate side chains
which stabilizes a residue in its protonated state. Hydrogen bonding results in sustained
changes in the conformation of the CTT. We find that protonation regulates the binding of
kinesin-5/Cin8 to microtubules and so has the potential to play an importa nt role in
microtubule function. Collectively, our findings estab lish tubulin CTTs as pH sensors for
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
4
regulating microtubule function in cells. We propose a model where the syntax of
polyglutamate-rich motifs potentiate protonation events, offering a new rationale for the
evolution of glutamate patterning in tubulin CTTs. Given the prevalence of glutamate-rich
clusters in intrinsically disordered regions (IDRs) (43), our findings provide insight in how
disordered regions in proteins sense changes in pH that drive cellular function.
Results
TUBA1ACTT shows an anomalously high pHm and strong pH response
To test the possible role of glutamate-rich CTTs in the pH response of tubulin, we purified
the CTT peptide of TUBA1A (TUBA1ACTT, Fig. 1A, S1) for subsequent studies by both CD
and NMR. Our aim was to probe for changes in the structural composition of the
conformational ensemble of the TUBA1A CTT as pH is changed. W hile our interest lies
primarily in the physiological pH range, w e performed measurements over a broad pH
range to better quantify the pH response.
The CD spectra of the same TUBA1ACTT peptide show that the peptide remains primarily
disordered between pH 7 and 3, though with some change in the conformation al
ensemble, as revealed by changes in the depth of the well at 195 nm, and the broad
shoulder at around 220 nm (Fig. 1B). The observed spectra are consistent with a pH -
dependent change in polyproline II conformational propensity (44, 45). To quantify the
spectral changes as a function of pH, we deconvolved the CD spectra using SESCA and
a basis set (DS-B4R1) which has been optimized for disordered proteins (46)(Fig. 1B).
The fit pH m, or the half maximum of the pH response, of the curve was 4.8 ± 0.1,
significantly higher than the p Ka value of isolated glutamate residues (4.2 ± 0.1) in
disordered loops (20). If we take the overly naive (as discussed below) assumption that
the acidic residues in TUBA1A CTT respond independently to pH, then the probability of
TUBA1ACTT being protonated on at least one of the acidic groups is 15% at pH 6.5, a pH
relevant for ischemia and cancer (Fig. S2) (47–49).
To further assess the effects of protonation on individual amino acids within the
TUBA1ACTT, we performed NMR-based pH titration experiments between pH 7 and 3 and
again found unusually high pHm values (Fig. 1C-E). We first measured the chemical shifts
of the side -chain carbon atoms nearest the titratable oxygen (C γ/Cδ and CO). The pH m
values measured centered on 4.8 for the glutamate residues, and 4.3 for the aspartate
residues, which are ~0.5 pH units higher than Glu and Asp model compound pKa values,
respectively (20). The resonances of the same amino acid type overlapped throughout the
pH titration, indicative of highly similar chemical microenvironments for the side chains of
these residues in the sequences. As a result of this overlap, we could not reliably
distinguish the individual titration curves of different residues.
To probe for differences of the pH response among different residues, we then turned to
1H-15N HSQC experiments that probe perturbations to the backbone amide chemical shifts
(Fig. 1E). Consistent with widespread observations that the CTTs are fully disordered (50,
51), the NMR HSQC spectra show 1H chemical shift values clustered between 7 .8-8.8
ppm, a region characteristic of the fast-tumbling times of disordered regions (52). Although
the chemical shift changes of the amide resonances are sensitive to changes in structural
or bonding changes, they can be useful monitors for nearby side chain protonation events
(53).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
5
The HSQC spectra showed large, coordinated chemical shift perturbations for most amino
acids of TUBA1A CTT, again with a higher than typical apparent pH m (20)(Fig. 1E). The
magnitude of the amide chemical shift changes are consistent with the formation of intra-
molecular hydrogen bonds between protonated glutamate side chains and backbone
amide residues (21, 54). Large chemical shift changes can also be due to significant
changes in secondary structure, although our CD data excludes this possibility.
Pairwise residue interactions are described by principal component analysis
Because of the coordinated response across the peptide, we applied principal component
analysis (PCA) to our HSQC pH titration data (Fig. 2A, S3) (55). As protonation events are
significantly faster than the timescales probed by NMR, we hypothesized that PCA would
reveal the core features of the pH response. We found that over 99.7% of the pH -
dependent changes to the TUBA1ACTT NMR spectra is explained by the first two principal
components.
Interactions between residues could explain the upshift in pKa and would be expected to
be apparent in our PCA data. It has been well established that a system of two interacting
charged residues have a pH response that is a linear combination of the pH response of
two isolated charges with different pKa values (56, 57). Indeed, both the first and second
principal component scores are well described by a two -site model with two pseudo p Ka
values, pKa1,2. The first two principal components are well fit by the sum (PCA 1) and
difference (PCA 2) of the typical Henderson-Hasselbalch response of two independent
charges with these two pKa values:
𝑃𝐶𝐴!,# = 𝐴!,# % 1
1 + 10(%&'%() !) ± 1
1 + 10(%&'%() ")* + 𝐵!,#
where A1,2 and B1,2 are scaling constants and p Ka1,2 are pseudo p Ka values. The fit ted
pseudo pKa values are 4.0 ± 0.2 and 5.2 ± 0.1, consistent with our model of two interacting
ionizable groups. Having fit the PCA scores, we then used the coefficients to reproduce
the underlying chemical shift changes for each residue. Indeed, the data is universally
well fit by this model (Fig. 2B, S9).
Charge clustering and hydrogen bonding stabilize protonated state and shift
conformational ensembles in simulations
To gain additional molecular insight into how individual ionizable residues respond to
changes in pH, including transient changes in peptide conformational ensembles, we used
constant pH molecular dynamics simulations of a TUBA1A CTT peptide (Table S1). We
performed constant pH simulations using GROMACS (58), for a total simulation time of 3
ms at pH 6 and 1 ms at pH 4.5, 5.0, 5.5, 6.5, and 7.0. We calculated the pKa of ionizable
groups in each conformation using the pypKa package (59). Using a combination of built-
in and custom scripts, we identified the pairwise distance between ionizable groups, the
formation and length of hydrogen bond interactions, as well as properties of the
conformational ensemble, including dihedral phi/psi angles. As with the experimental data,
we found that the simulation data are well fit by a two-site model, with fit pseudo pKa values
of 4.29 ± 0.03 and 5.38 ± 0.03, as compared to a pKa of 4.25 used as the model value in
the simulation for isolated glutamate residues.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
6
Through detailed analysis of the individual trajectories, we found that both electrostatic
repulsion and hydrogen bonding modulated the protonation state of glutamate side chains.
The effects of electrostatic repulsion were especially apparent when we moni tored the
pypKa-predicted pKa values of individual side -chain ionizable groups leading up to a
protonation event. In individual examples (Fig. 2D), we observed that the predicted pKa
of two otherwise similar ionizable groups diverged as the two groups com e in proximity,
which results in protonation of one of the groups.
Following protonation, a hydrogen bond typically forms between the two side chains, or to
a lesser extent between the protonated side chain and the backbone carbonyl. The
hydrogen bond appears to stabilize the protonation, leading to a subset of protonatio n
events that are longer than those of residues in isolation (Fig. S4). Hydrogen bond
formation also stabilizes the peptide in a looped conformation, resulting in bent
conformation of intervening amino acids (e.g. Fig. S6, S7).
We then sought to determine whether all ionizable side chains were equally likely to be
protonated and form hydrogen bonds, or whether features of the sequence result in a
preference for some amino acids. Mapping the pairwise interaction rates due to the
formation of hydrogen bonds onto the sequence (Fig. 2E, S5) reveals that glutamate
residues show some selectivity, with the glutamate residues in a cluster showing a higher
prevalence of interactions, as expected given the proximity of other charged groups. In
addition, we found that hydrogen bond interactions were most likely to be formed with non-
neighboring amino acids (Fig. 2E, S5). Although pairwise hydrogen bonding interactions
primarily occurs between side chain, side chain – backbone hydrogen bonding also
occurs, albeit 2-3 times less often (Fig. S6).
Intra-molecular hydrogen bonding decreases the overall peptide size and thus the
distance from the microtubule surface (S6). Moreover, the distribution of backbone
dihedral angles is shifted in peptides with protonated side chains away from PPII,
consistent with our CD measurements (Fig. 1B, S7). Taken together, our NMR, CD and
simulation data clearly point to a shift in the conformational ensemble of the CTT peptide
as a function of pH.
CTT pH response is highly conserved
We then sought to determine whether the observed shift of pKa and hydrogen bonding
interactions observed for the TUBA1ACCT were also present in a CTT peptides taken from
a range of organisms – Homo sapiens β/TUBB, β/TUBB3; Caenorabditis elegans β/MEC-
7, β/TBB -4; Saccharomyces cerevisiae α/Tub1, β/Tub2; Tetrahymena thermophila
α/ATU1, β/BTU1. The NMR pH titration results for CTT peptides derived from four species
were similarly consistent with findings from TUBA1A CTT (Table S1, Fig. 3A,B, Fig. S8 -9).
We found very high pHm values, where roughly 99% of the variability in the chemical shifts
was captured in the first two PCA comp onents, and those components were well fit by a
two-site model (Eq. 1, Fig. 3A,B, S9). We additionally fit the first PCA to a Hill equation to
demonstrate the two-site character of the curves (Fig. 3B). T he overall trends of values
were not significantly affected by changes in buffer or magnesium concentration, nor with
most minor mutations (Fig. S10). Our results indicate that the cooperative response at a
higher pH than for isolated glutamates i s a strongly conserved feature of tubulin CTTs,
despite their underlying variability in sequence.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
7
Constant pH molecular dynamics simulations of peptides taken from TUBBCTT, TUBB3CTT
and Tub2CTT (Table S1) were again consistent with those of TUBA1ACTT, showing a higher-
than-expected p Kas resulting from stabilization of protonat ed state by nearby charge
residues and by the subsequent formation of a hydrogen bond. Thus, protonation effects
resulting in altered pKa values as observed by NMR and MD appear to be robust and
universal among the isotypes and species tested.
In mapping the prevalence of hydrogen bond interactions among pairs of residues for
TUBBCTT, TUBB3 CTT and Tub2 CTT, we again found heterogeneity between pairs of
interacting residues (Fig. 3C) . As for TUBA1A CCT, we found that amino acids within
glutamate clusters were more likely to form hydrogen bonds. Those residues in the middle
of the largest clusters (e.g. E446 for TUBA1A, Fig. 2E or E433 for TUBB, Fig. 3B) showed
the highest rates of protonation and hydrogen bond formation. As seen for TUBA1A CCT,
the most likely partner with which these residues form a hydrogen bond was not their
immediate neighbors, but residues slightly further away. We measured the frequency of
hydrogen bond formation between residues as a function of residue separation and found
that the most common side-chain—side-chain hydrogen bond formation was at a residue
separation of four amino acids (and two amino acids for side-chain—backbone hydrogen
bonds), as seen for TUBA1ACTT (Fig. S6).
It appears that there are two effects at play in the pH response of CTTs. First, adjacent
charged residues favor the protonation of a residue because of the electrostatic energetic
cost of the high density of charged groups. This is seen by the increase in protonation
rates even for non-interacting amino acids (Fig. 3E). Second, a charged residue interacts
with an amino acid more distal in primary sequence. This interaction further drives
protonation and hydrogen bond formation stabiliz ing the protonated state (Fig. 3E, S4) .
This may explain the relatively high prevalence of glycine residues within acidic clusters
observed in CTT sequences (Fig. S11), giving chain flexibility that allows for such
interactions.
Mutations and ionic strength modulate pH response of CTTs
We sought to use these insights to modulate the behavior of the cooperative and elevated
pH response. First, given th at the residues showing the highest level of protonation
occurred in acidic clusters of at least three amino acids (Figs. 2E, 3C), we hypothesized
that isolating a residue in one of the clusters would significantly decrease the fraction of
time that residue is protonated. To test this, we simulated mutant TUBA1ACTT with E445Q
and E447Q (TUBA1A CTT-QEQ). This mutation results in fewer interact ions within the
TUBA1ACTT, especially for E446 as compared to the wild type (Fig. 3D). The simulation-
averaged pKa value of E446 was 4.33 ± 0.0 1 in the QEQ mutant, a decrease of 0.12 pH
units compared to E446 in the wild-type CTT with EEE (Fig. 3E). Moreover, the length of
the protonation events is typically shorter in the mutant than the WT (Fig. S12). This
reinforces the idea that the high overall charge density within polyglutamate clusters drive
pairwise residue interactions for medial glutamate residues within the cluster.
We also saw a modulation of the pH response behavior in two NMR titration experiments
(Fig. 3B). First, we hypothesized that we could reduce interactions by reducing the size
of the glutamate cluster in the yeast alpha-tubulin CTT (Tub1CTT). Tub1CCT only contains
5 glutamates, four of which are in a single cluster. As we had found that very few
interactions occur with neighboring residues, we reasoned by reducing the size of the
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
8
cluster to three that we would significantly decrease the cooperativity of the interaction.
Second, we added 150 mM KCl to screen electrostatic interactions we expect ed to be
important for the cooperativity in a titration of Tetrahymena β-tubulin, BTU1CTT. In both
cases, the first PCA score was not well fit by a two -state model and was instead much
better fit by a single site model (Fig. 3B). As further evidence for the lack of cooperativity,
we fit these as well as the wild type PCA scores to a Hill equa tion and found fit Hill
coefficients near 1 for only these two experiments among all our conditions tested. Thus,
either significantly increasing the ionic strength or reducing the size of the glutamate
clusters was sufficient to reduce the coupled nature of the pH response.
CTT-tail dependent pH regulation of Cin8 binding
CTTs are known to support interactions with a variety of microtubule binding proteins.
Given the high pKa of CTT protonation and the changes in CTT conformation upon
protonation, we hypothesized that CTT protonation may provide a mechanism for
regulating these interactions. Previous studies by our lab and others demonstrated that
the budding yeast kinesin -5 motor, Cin8, binds to the β-tubulin CTT and that this
interaction promotes recruitment to microtubules and plus -end directed motility (60, 61).
We used in vitro reconstitution and TIRF imaging to visualize the binding of 3eGFP labeled
Cin8 to yeast microtubules grown from lysates of cells with either wild -type β-tubulin or
with β-tubulin lacking the CTT (Fig 4)(60). While these experiments are typically done at
pH 6.9, we varied the pH through the physiologically relevant range for budding yeast of
5.6 – 6.9 (11). Cin8 binds to microtubules in clusters, and so we quantified the number of
clusters per unit length, the average cluster intensity , as well as the total integrated
intensity per unit length (Fig. 4, Fig S13).
By all measures, we found that Cin8-3eGFP binding increases as pH is increased (Figure
4B-D). This increase is significantly greater than what we observed in control experiments
with eGFP-labeled tubulin; we find an approximate 30% increase in eGFP-tubulin signal
from pH 6 to pH 7 but a 60% increase in Cin8-3eGFP signal across the same range (Fig.
4C, S13). Therefore pH -dependent changes in eGFP fluorescence cannot explain our
References
1. H. Hou, et al., Single-cell pH imaging and detection for pH profiling and label-free rapid
identification of cancer-cells. Sci Rep 7, 1759 (2017).
2. J. R. Casey, S. Grinstein, J. Orlowski, Sensors and regulators of intracellular pH. Nat Rev Mol
Cell Biol 11, 50–61 (2010).
3. L. K. Putney, D. L. Barber, Na-H Exchange-dependent Increase in Intracellular pH Times
G2/M Entry and Transition *. Journal of Biological Chemistry 278, 44645–44649 (2003).
4. B. Ulmschneider, et al., Increased intracellular pH is necessary for adult epithelial and
embryonic stem cell differentiation. J Cell Biol 215, 345–355 (2016).
5. X. Zhang, Y. Lin, R. J. Gillies, Tumor pH and its measurement. J Nucl Med 51, 1167–1170
(2010).
6. J. Michl, et al., Acid-adapted cancer cells alkalinize their cytoplasm by degrading the acid-
loading membrane transporter anion exchanger 2, SLC4A2. Cell Reports 42 (2023).
7. J. S. Spear, K. A. White, Single-cell intracellular pH measurements reveal cell-cycle linked
pH dynamics. [Preprint] (2021). Available at:
https://www.biorxiv.org/content/10.1101/2021.06.04.447151v1 [Accessed 19 March
2022].
8. T. Kato, et al., Decreased brain intracellular pH measured by 31P-MRS in bipolar disorder:
a confirmation in drug-free patients and correlation with white matter hyperintensity.
European Archives of Psychiatry and Clinical Neurosciences 248, 301–306 (1998).
9. A. Hulikova, A. L. Harris, R. D. Vaughan-Jones, P. Swietach, Regulation of intracellular pH in
cancer cell lines under normoxia and hypoxia. Journal of Cellular Physiology 228, 743–752
(2013).
10. M. C. Munder, et al., A pH-driven transition of the cytoplasm from a fluid- to a solid-like
state promotes entry into dormancy. eLife Sciences 5, e09347 (2016).
11. R. P. Joyner, et al., A glucose-starvation response regulates the diffusion of
macromolecules. eLife 5, e09376 (2016).
12. C. G. Triandafillou, C. D. Katanski, A. R. Dinner, D. A. Drummond, Transient intracellular
acidification regulates the core transcriptional heat shock response. eLife 9, e54880
(2020).
13. R. Dechant, et al., Cytosolic pH is a second messenger for glucose and regulates the PKA
pathway through V-ATPase. EMBO J 29, 2515–2526 (2010).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
13
14. A. S. Milliken, J. H. Ciesla, S. M. Nadtochiy, P. S. Brookes, Distinct effects of intracellular vs.
extracellular acidic pH on the cardiac metabolome during ischemia and reperfusion. J Mol
Cell Cardiol 174, 101–114 (2023).
15. Y. Liu, K. A. White, D. L. Barber, Intracellular pH Regulates Cancer and Stem Cell Behaviors:
A Protein Dynamics Perspective. Front Oncol 10, 1401 (2020).
16. A. Hulikova, A. L. Harris, R. D. Vaughan-Jones, P. Swietach, Regulation of intracellular pH in
cancer cell lines under normoxia and hypoxia. Journal of Cellular Physiology 228, 743–752
(2013).
17. R. Schreiber, Ca2+ Signaling, Intracellular pH and Cell Volume in Cell Proliferation. J
Membrane Biol 205, 129–137 (2005).
18. M. Tominaga, T. Tominaga, Structure and function of TRPV1. Pflugers Arch - Eur J Physiol
451, 143–150 (2005).
19. S.-P. Tsai, et al., The Effect of Protein Fusions on the Production and Mechanical Properties
of Protein-Based Materials. Advanced Functional Materials 25, 1442–1450 (2015).
20. W. R. Forsyth, J. M. Antosiewicz, A. D. Robertson, Empirical relationships between protein
structure and carboxyl pKa values in proteins. Proteins: Structure, Function, and
Bioinformatics 48, 388–403 (2002).
21. C. A. Castañeda, et al., Molecular determinants of the pKa values of Asp and Glu residues
in staphylococcal nuclease. Proteins: Structure, Function, and Bioinformatics 77, 570–588
(2009).
22. A. Nicolli, V. Petronilli, P. Bernardi, Modulation of the mitochondrial cyclosporin A-
sensitive permeability transition pore by matrix pH. Evidence that the pore open-closed
probability is regulated by reversible histidine protonation. Biochemistry 32, 4461–4465
(1993).
23. P. A. Bullough, F. M. Hughson, J. J. Skehel, D. C. Wiley, Structure of influenza
haemagglutinin at the pH of membrane fusion. Nature 371, 37–43 (1994).
24. N. Sriwilaijaroen, Y. Suzuki, Molecular basis of the structure and function of H1
hemagglutinin of influenza virus. Proceedings of the Japan Academy, Series B 88, 226–249
(2012).
25. J. Srivastava, et al., Structural model and functional significance of pH-dependent talin–
actin binding for focal adhesion remodeling. Proceedings of the National Academy of
Sciences 105, 14436–14441 (2008).
26. J. J. Bravo-Cordero, M. A. O. Magalhaes, R. J. Eddy, L. Hodgson, J. Condeelis, Functions of
cofilin in cell locomotion and invasion. Nat Rev Mol Cell Biol 14, 405–415 (2013).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
14
27. A. Schönichen, B. A. Webb, M. P. Jacobson, D. L. Barber, Considering Protonation as a
Posttranslational Modification Regulating Protein Structure and Function. Annual Review
of Biophysics 42, 289–314 (2013).
28. K. A. White, B. K. Grillo-Hill, D. L. Barber, Cancer cell behaviors mediated by dysregulated
pH dynamics at a glance. J Cell Sci 130, 663–669 (2017).
29. J. A. Read, V. J. Winter, C. M. Eszes, R. B. Sessions, R. L. Brady, Structural basis for altered
activity of M- and H-isozyme forms of human lactate dehydrogenase. Proteins 43, 175–185
(2001).
30. K. P. Kisor, D. G. Ruiz, M. P. Jacobson, D. L. Barber, A role for pH dynamics regulating
transcription factor DNA-binding selectivity. Nucleic Acids Res 53, gkaf474 (2025).
31. C. Valéry, et al., Atomic view of the histidine environment stabilizing higher-pH
conformations of pH-dependent proteins. Nat Commun 6, 7771 (2015).
32. R. Calinsky, Y. Levy, A pH-Dependent Coarse-Grained Model for Disordered Proteins:
Histidine Interactions Modulate Conformational Ensembles. J. Phys. Chem. Lett. 15, 9419–
9430 (2024).
33. B. Gabryelczyk, et al., Hydrogen bond guidance and aromatic stacking drive liquid-liquid
phase separation of intrinsically disordered histidine-rich peptides. Nat Commun 10, 5465
(2019).
34. M. R. King, et al., Macromolecular condensation organizes nucleolar sub-phases to set up a
pH gradient. Cell 187, 1889-1906.e24 (2024).
35. J. Guillén-Boixet, et al., RNA-Induced Conformational Switching and Clustering of G3BP
Drive Stress Granule Assembly by Condensation. Cell 181, 346-361.e17 (2020).
36. T. M. Franzmann, et al., Phase separation of a yeast prion protein promotes cellular
fitness. Science 359, eaao5654 (2018).
37. L. Baidya, G. Reddy, pH Induced Switch in the Conformational Ensemble of Intrinsically
Disordered Protein Prothymosin-α and Its Implications for Amyloid Fibril Formation. J.
Phys. Chem. Lett. 13, 9589–9598 (2022).
38. V. N. Uversky, et al., Natively Unfolded Human Prothymosin α Adopts Partially Folded
Collapsed Conformation at Acidic pH. Biochemistry 38, 15009–15016 (1999).
39. K. M. Ruff, et al., Molecular grammars of predicted intrinsically disordered regions that
span the human proteome. Cell S0092-8674(25)01191–2 (2025).
https://doi.org/10.1016/j.cell.2025.10.019.
40. T. K. Rostovtseva, et al., Tubulin binding blocks mitochondrial voltage-dependent anion
channel and regulates respiration. Proceedings of the National Academy of Sciences 105,
18746–18751 (2008).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
15
41. A. Schönichen, B. A. Webb, M. P. Jacobson, D. L. Barber, Considering Protonation as a
Posttranslational Modification Regulating Protein Structure and Function. Annual Review
of Biophysics 42, 289–314 (2013).
42. C. Janke, The tubulin code: Molecular components, readout mechanisms, and functions. J
Cell Biol 206, 461–472 (2014).
43. K. M. Ruff, et al., Molecular grammars of intrinsically disordered regions that span the
human proteome. [Preprint] (2025). Available at:
http://biorxiv.org/lookup/doi/10.1101/2025.02.27.640591 [Accessed 23 July 2025].
44. J. L. S. Lopes, A. J. Miles, L. Whitmore, B. A. Wallace, Distinct circular dichroism
spectroscopic signatures of polyproline II and unordered secondary structures:
applications in secondary structure analyses. Protein Sci 23, 1765–1772 (2014).
45. M. E. Tomasso, M. J. Tarver, D. Devarajan, S. T. Whitten, Hydrodynamic Radii of
Intrinsically Disordered Proteins Determined from Experimental Polyproline II Propensities.
PLOS Computational Biology 12, e1004686 (2016).
46. G. Nagy, M. Igaev, N. C. Jones, S. V. Hoffmann, H. Grubmüller, SESCA: Predicting Circular
Dichroism Spectra from Protein Molecular Structures. J. Chem. Theory Comput. 15, 5087–
5102 (2019).
47. M. J. Fossat, R. V. Pappu, q-Canonical Monte Carlo Sampling for Modeling the Linkage
between Charge Regulation and Conformational Equilibria of Peptides. J. Phys. Chem. B
123, 6952–6967 (2019).
48. M. J. Fossat, A. E. Posey, R. V. Pappu, Uncovering the Contributions of Charge Regulation
to the Stability of Single Alpha Helices. ChemPhysChem 24, e202200746 (2023).
49. J. Santos, V. Iglesias, C. Pintado, J. Santos-Suárez, S. Ventura, DispHred: A Server to Predict
pH-Dependent Order–Disorder Transitions in Intrinsically Disordered Proteins.
International Journal of Molecular Sciences 21, 5814 (2020).
50. E. Nogales, S. Grayer Wolf, I. A. Khan, R. F. Ludueña, K. H. Downing, Structure of tubulin at
6.5 Å and location of the taxol-binding site. Nature 375, 424–427 (1995).
51. K. P. Wall, et al., Molecular Determinants of Tubulin’s C-Terminal Tail Conformational
Ensemble. ACS Chem Biol 11, 2981–2990 (2016).
52. H. Okazaki, et al., Using 1HN amide temperature coefficients to define intrinsically
disordered regions: An alternative NMR method. Protein Science 27, 1821–1830 (2018).
53. A. Bundi, K. Wüthrich, Use of amide 1H-nmr titration shifts for studies of polypeptide
conformation. Biopolymers 18, 299–311 (1979).
54. C. J. Craven, et al., Complexes Formed between Calmodulin and the Antagonists J-8 and
TFP in Solution. Biochemistry 35, 10287–10299 (1996).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
16
55. K. Sakurai, Y. Goto, Principal component analysis of the pH-dependent conformational
transitions of bovine β-lactoglobulin monitored by heteronuclear NMR. Proceedings of the
National Academy of Sciences 104, 15346–15351 (2007).
56. A. Onufriev, D. A. Case, G. M. Ullmann, A Novel View of pH Titration in Biomolecules.
Biochemistry 40, 3413–3419 (2001).
57. A. R. Klingen, E. Bombarda, G. M. Ullmann, Theoretical investigation of the behavior of
titratable groups in proteins. Photochem. Photobiol. Sci. 5, 588–596 (2006).
58. N. Aho, et al., Scalable Constant pH Molecular Dynamics in GROMACS. J. Chem. Theory
Comput. 18, 6148–6160 (2022).
59. P. B. P. S. Reis, D. Vila-Viçosa, W. Rocchia, M. Machuqueiro, PypKa: A Flexible Python
Module for Poisson–Boltzmann-Based pKa Calculations. J. Chem. Inf. Model. 60, 4442–
4448 (2020).
60. E. C. Thomas, J. K. Moore, Selective regulation of kinesin-5 function by β-tubulin carboxy-
terminal tails. Journal of Cell Biology 224, e202405115 (2024).
61. S. K. Singh, et al., Noncanonical interaction with microtubules via the N-terminal nonmotor
domain is critical for the functions of a bidirectional kinesin. Sci Adv 10, eadi1367 (2024).
62. G. H. Patterson, S. M. Knobel, W. D. Sharif, S. R. Kain, D. W. Piston, Use of the green
fluorescent protein and its mutants in quantitative fluorescence microscopy. Biophysical
Journal 73, 2782–2790 (1997).
63. J. Aiken, et al., Genome-wide analysis reveals novel and discrete functions for tubulin
carboxy-terminal tails. Curr Biol 24, 1295–1303 (2014).
64. M. Mishima, et al., Structural basis for tubulin recognition by cytoplasmic linker protein
170 and its autoinhibition. Proceedings of the National Academy of Sciences 104, 10346–
10351 (2007).
65. E. T. Usher, et al., Intrinsically disordered substrates dictate SPOP subnuclear localization
and ubiquitination activity. Journal of Biological Chemistry 296, 100693 (2021).
66. S. Manukian, G. E. Lindberg, E. Punch, S. P. D. Mudiyanselage, M. J. Gage, pH-Dependent
Compaction of the Intrinsically Disordered Poly-E Motif in Titin. Biology 11, 1302 (2022).
67. N. Tajielyato, L. Li, Y. Peng, J. Alper, E. Alexov, E-hooks provide guidance and a soft landing
for the microtubule binding domain of dynein. Sci Rep 8, 13266 (2018).
68. K. L. Sheldon, P. A. Gurnev, S. M. Bezrukov, D. L. Sackett, Tubulin tail sequences and post-
translational modifications regulate closure of mitochondrial voltage-dependent anion
channel (VDAC). J Biol Chem 290, 26784–26789 (2015).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
17
69. J. Chen, et al., α-tubulin tail modifications regulate microtubule stability through selective
effector recruitment, not changes in intrinsic polymer dynamics. Dev Cell 56, 2016-2028.e4
(2021).
70. A. Roll-Mecak, Intrinsically disordered tubulin tails: complex tuners of microtubule
functions? Semin Cell Dev Biol 37, 11–19 (2015).
71. J. Chen, et al., Tubulin code eraser CCP5 binds branch glutamates by substrate
deformation. Nature 631, 905–912 (2024).
72. C. Egoldt, M.-C. Velluz, J. Tran, C. Aumeier, Microtubule lattice conformation and integrity
regulate α-tubulin acetylation. [Preprint] (2025). Available at:
https://www.biorxiv.org/content/10.1101/2025.09.09.675099v1 [Accessed 16 February
2026].
73. Y. Yue, T. Hotta, R. Ohi, K. J. Verhey, MATCAP1 preferentially binds an expanded tubulin
conformation to generate detyrosinated and ΔC2 α-tubulin. bioRxiv 2025.08.14.670257
(2025). https://doi.org/10.1101/2025.08.14.670257.
74. Y. Yue, T. Hotta, T. Higaki, K. J. Verhey, R. Ohi, Microtubule detyrosination by VASH1/SVBP
is regulated by the conformational state of tubulin in the lattice. Curr Biol 33, 4111-
4123.e7 (2023).
75. V. Redeker, J. Rossier, A. Frankfurter, Posttranslational modifications of the C-terminus of
alpha-tubulin in adult rat brain: alpha 4 is glutamylated at two residues. Biochemistry 37,
14838–14844 (1998).
76. J. Mary, V. Redeker, J. P. Le Caer, J. C. Promé, J. Rossier, Class I and IVa beta-tubulin
isotypes expressed in adult mouse brain are glutamylated. FEBS Lett 353, 89–94 (1994).
77. M. Rüdiger, U. Plessman, K. D. Klöppel, J. Wehland, K. Weber, Class II tubulin, the major
brain beta tubulin isotype is polyglutamylated on glutamic acid residue 435. FEBS Lett 308,
101–105 (1992).
78. V. Redeker, R. Melki, D. Promé, J. P. Le Caer, J. Rossier, Structure of tubulin C-terminal
domain obtained by subtilisin treatment. The major alpha and beta tubulin isotypes from
pig brain are glutamylated. FEBS Lett 313, 185–192 (1992).
79. B. Eddé, et al., Posttranslational glutamylation of alpha-tubulin. Science 247, 83–85 (1990).
80. J. E. Alexander, et al., Characterization of posttranslational modifications in neuron-specific
class III beta-tubulin by mass spectrometry. Proc Natl Acad Sci U S A 88, 4685–4689 (1991).
81. M. J. Abraham, et al., GROMACS: High performance molecular simulations through multi-
level parallelism from laptops to supercomputers. SoftwareX 1–2, 19–25 (2015).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
18
82. R. B. Best, et al., Optimization of the Additive CHARMM All-Atom Protein Force Field
Targeting Improved Sampling of the Backbone ϕ, ψ and Side-Chain χ1 and χ2 Dihedral
Angles. J. Chem. Theory Comput. 8, 3257–3273 (2012).
Figures and Tables
Figure 1. Circular dichroism and NMR show significant response of the TUBA1ACTT to changes in
pH. A) Cartoon representation of the tubulin dimer highlighting the prevalence of acidic residues.
B) Circular dichroism spectra of TUBA1ACTT as a function of pH (pH 7(purple), 6, 5.5, 5, 4.5, 4,
3.5, and 3 (red)). The inset shows the magnitude of the component of the SESCA deconvolution
using the DS-B4R1 basis set. C) CBCGCO experiment showing the chemical shift changes as a
function of pH of the glutamate and aspartate side chains. D) Quantification of the side chain
carbonyl chemical shifts as a function of pH, fit with the Henderson-Hasselbalch equation, with
half maximum of the pH response listed in the legend. E) 15N HSQC spectra showing pH of
response backbone amides for each residue.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
19
Figure 2. Interactions between residues drive a strong pH response. A) The pH response of the
first two principal components with fits to Eq. 1, showing that the response can be described
using two pseudo-site pKa values. B) The PCA fits were mapped back to the individual residues,
showing strong agreement as seen here for the 15N amide chemical shifts as a function of pH. C)
Simulation results showing both the average protonation fraction and the fraction of time each
peptide had at least one protonated acidic residue. Points are from simulations, while curves
assume an average pKa value taken from the carbonyl side chain experimental data (Fig.1D). D)
Example simulation trajectory resulting in protonation and subsequent hydrogen bonding
stabilizing a bent conformation of the peptide. E) Heat maps showing the prevalence of pairwise
interactions resulting from protonation.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
20
Figure 3. CTT pH response is conserved between species and modulated by intentional
mutations. A) The first two principal components showing two dominant pKa values. B) Fit results
from either a Hill Equation or a two component Henderson-Hasselbalch equation to the first PCA
of the NMR data for CTT sequences from representative eukaryotic organisms in (top) standard
conditions and (bottom) with either a mutation to reduce the glutamate cluster (Tub1p-3E) or in
higher salt buffer (BTU1 KCl). The experimental curves that were best fit by a two-component fit
(Eq. 1), have pKa1,2 represented in green or purple respectively. Mutations to the glutamate
cluster of Tub1p or addition of 150 mM KCl results in pH titration curves with reduced apparent
cooperativity and better fits to a single-component Henderson-Hasselbach equation (black
symbols). C) Heat maps showing interaction hotspots in glutamate clusters. D) A comparison
between the wild type (top half) and QEQ mutant (bottom half) of TUBA1ACTT, showing the
importance of neighboring charged residues on protonation. E) This effect is further quantified in
a stacked bar graph showing the fraction of time E446 is protonated in QEQ and wild type
sequences.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint
21
Figure 4. Cell lysate experiments demonstrate significant pH dependence of the binding of Cin8
to microtubes. A) An overview of the experimental approach. Dimers were randomly colored
blue or orange based on the predicted fraction of monomers with at least one proton on a
glutamate side chain for β- and α-tubulin respectively. B) Representative images of microtubules
from each pH point. C,D) Quantification of the summed intensity along the MT length (C) and the
number of foci per unit length (D) for wild-type tubulin. E,F) We repeated the same experiments
for tubulin taken from cells lacking the β-tubulin CTT and saw no increase in either sum intensity
or linear density of foci.
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted March 8, 2026. ; https://doi.org/10.64898/2026.03.06.710195doi: bioRxiv preprint