Jun
Hu
,
Xue-Meng
Sun
,
Jing-Yun
Su
,
Yu-Fen
Zhao
and
Yong-Xiang
Chen
*
Key Laboratory of Bioorganic Phosphorus Chemistry and Chemical Biology (Ministry of Education), Department of Chemistry, Tsinghua University, Beijing 100084, China. E-mail: chen-yx@mail.tsinghua.edu.cn
First published on 26th January 2021
Protein posttranslational modifications (PTMs) are often involved in the mediation or inhibition of protein–protein interactions (PPIs) within many cellular signaling pathways. Uncovering the molecular mechanism of PTM-induced multivalent PPIs is vital to understand the regulatory factors to promote inhibitor development. Herein, Rnd3 peptides with different PTM patterns as the binding epitopes and 14-3-3ζ protein were used as models to elucidate the influences of phosphorylation and farnesylation on binding thermodynamics and kinetics and their molecular mechanism. The quantitative thermodynamic results indicate that phosphorylated residues S210 and S218 (pS210 and pS218) and farnesylated C241 (fC241) enhance Rnd3–14-3-3ζ interactions in the presence of the essential pS240. However, distinct PTM patterns greatly affect the binding process. Initial association of pS240 with the phosphate-binding pocket of one monomer of the 14-3-3ζ dimer triggers the binding of pS210 or pS218 to another monomer, whereas the binding of fC241 to the hydrophobic groove on one 14-3-3ζ monomer induces the subsequent binding of pS240 to the adjacent pocket on the same monomer. Based on the experimental and molecular simulation results, we estimate that pS210/pS218 and pS240 mediate the multivalent interaction through an additive mechanism, whereas fC241 and pS240 follow an induced fit mechanism, in which the cooperativity of these two adjacent PTMs is reflected by the index ε described in our established thermodynamic binding model. Besides, these proposed binding models have been further used for describing the interaction between 14-3-3ζ and other substrates containing adjacent phosphorylation and lipidation groups, indicating their potential in general applications. These mechanistic insights are significant for understanding the regulatory factors and the design of PPI modulators.
14-3-3 proteins are ubiquitously expressed in all eukaryotic organisms and often work as homodimers. By interacting with a multitude of phosphorylated partner proteins with diverse functions, 14-3-3 proteins regulate a very large number of physiological processes.12 In addition to the general phosphorylated substrates, 14-3-3 can recognize some proteins that have been modified with other types of PTMs, such as glycosyl moieties,13 lipids14 and even multiple PTMs.15 The Rnd3 protein, a member of the Rho-GTPase family with well-known functions in the regulation of actin cytoskeleton dynamics,16 cell-cycle progression, cell polarity, differentiation, apoptosis and survival,17,18 is a newly characterized interaction partner of 14-3-3. Rnd3 has a flexible C-terminal tail that contains multiple phosphorylation sites19 and ends with a farnesyl group and a methylated cysteine.20 Previous reports have revealed that the 14-3-3ζ protein can stabilize Rnd3 in the cytoplasm by recognizing phosphorylated S240 (pS240) and the adjacent farnesylated C241 (fC241) on the Rnd3 protein.14,21,22 In addition, Rnd3 phosphorylation at either S210 or S218 in combination with pS240 is required for the optimal binding of Rnd3 to 14-3-3ζ in cells.14 However, the molecular mechanism of the contribution of multiple phosphorylated residues to binding as well as the cooperative effects of phosphorylation and farnesylation in this multivalent PPI remain unclear.
Physiological multivalent PPIs appear in a variety of cellular processes, such as signal transduction and pathogen-host cell recognition.23,24 Binding-enhancing multivalent interactions often adopt two kinds of molecular mechanisms. One is the positive cooperative (synergistic) mechanism, which sometimes displays an induced fit effect that has been thoroughly studied in the field of enzymology,25 illuminating the process by which binding at one site induces a series of conformational changes in the protein to facilitate binding more tightly.26 Another mechanism is the noncooperative (additive) mechanism, which displays the multisite interaction combinations, which often involve distal binding sites27 and has been systematically studied in host–guest systems.3,28,29 This second mechanism is well-reflected in the binding pattern between 14-3-3 dimers and its multiphosphorylated protein partners.30,31 Moreover, a thermodynamic model for this kind of multivalent PPI was established based on ditopic host–guest systems featuring effective molarity.32 However, the effects of multiphosphorylation on the binding kinetics of 14-3-3 and partner proteins such as Rnd3 remain elusive. In addition, the cooperative effects of adjacent phosphorylation and farnesylation epitopes on the Rnd3–14-3-3ζ interaction have not been well elucidated. Thus, it is necessary to address these issues.
Here, we used the C-terminal domain of Rnd3 with different PTM patterns and 14-3-3ζ as a model to elucidate the regulatory mechanisms of phosphorylation and farnesylation toward multivalent interactions (Fig. 1). First, the pS240 epitope was verified to be indispensable in the binding of the multiphosphorylated Rnd3 peptide to the 14-3-3ζ protein. By using thermodynamic assays, we further determined that the other phosphorylated sites, pS210 and pS218, as well as farnesylated C241, can enhance Rnd3–14-3-3ζ binding, although alone, they hardly mediate stable binding. Moreover, kinetic studies determined that these auxiliary PTM epitopes play different roles in the binding process. The initial association of pS240 with the phosphate binding pocket on one monomer of the 14-3-3ζ dimer triggers the binding of pS210 or pS218 to the other monomer, whereas the initial binding of fC241 to the hydrophobic groove on one 14-3-3ζ monomer induces the subsequent binding of pS240 to the adjacent pocket on the same monomer. Moreover, based on the experimental data and molecular simulation results, we estimate that pS210/pS218 and pS240 mediate a multivalent interaction through the additive mechanism, whereas fC241 and pS240 follow the induced-fit mechanism to mediate binding, in which the cooperativity of these two adjacent PTMs is reflected by the index ε described in our established thermodynamic binding model. In addition, the farnesyl group of the Rnd3 peptide acts as a kinetic stabilizer33 for the interaction, which may guide the development of new modulators (inhibitors or stabilizers) for PPIs.9,34 Besides, these proposed models have been further used for describing the interaction between 14-3-3ζ and other substrates containing adjacent phosphorylation and lipidation groups, indicating their potential in general applications.
Next, we examined the binding modes of the multiphosphorylated Rnd3 peptide with 14-3-3ζ according to the binding stoichiometry measured by ITC (Fig. 2B and D). The singly phosphorylated peptide 240pi binds to 14-3-3ζ with a stoichiometry of 1:1, indicating that each monomer of the 14-3-3ζ dimer interacts with one Rnd3 C-terminal tail bearing the singly phosphorylated S240 residue, which is in accordance with a previous report using a short 10-mer Rnd3 peptide. In contrast, we found for the first time that the doubly phosphorylated peptides 210_240pi and 218_240pi, as well as the triply phosphorylated peptide all_pi, bind to 14-3-3ζ in a stoichiometry of 1:2 (Fig. 2B). These results reveal that one Rnd3 C-terminal tail bearing two or three phosphorylated serines including pS240 interacts with one 14-3-3ζ dimer, as shown in Fig. 2B. As mentioned above, the distance between two phosphate-binding sites on the 14-3-3ζ dimer is approximately 34 Å, which fits the distance between pS210 or pS218 and pS240 on Rnd3 (>34 Å). Moreover, because the two phosphate binding sites on the 14-3-3ζ dimer are far away from each other, we estimated that the binding of the multiphosphorylated Rnd3 C-terminal tail to 14-3-3ζ might follow the additive mechanism, by which these pS epitopes act jointly to mediate binding with functional specificity.27 pS240 functions as a gatekeeper42,43 in this multivalent interaction.
In addition, a complete thermodynamic picture, including the enthalpic and entropic changes due to the interaction, was drawn according to the ITC results.32 The binding of peptide 240pi to 14-3-3ζ is an exothermic and entropy-increasing process reflected by the ΔH and TΔS data (Table 1). However, the changes in enthalpy and entropy upon the binding of peptides 210_240pi, 218_240pi and all_pi to 14-3-3ζ were obviously lower than those of 240pi, indicating that phosphorylation at S210 and S218 induces the binding system to release more heat and become more orderly, which fits the general enthalpic and entropic laws of electrostatic interactions.
Rnd3 peptide | ΔH (kJ mol−1) | TΔS (kJ mol−1) |
---|---|---|
no_piFar | 2.94 ± 0.17 | 28.83 |
240pi | −14.79 ± 0.52 | 16.82 |
210_240pi | −36.66 ± 1.60 | −3.99 |
218_240pi | −26.04 ± 0.61 | 9.48 |
all_pi | −29.92 ± 0.71 | 5.42 |
240piFar | −14.91 ± 0.41 | 17.29 |
210_240piFar | −30.76 ± 0.30 | 4.32 |
218_240piFar | −23.35 ± 1.24 | 11.00 |
all_piFar | −26.20 ± 0.11 | 7.28 |
A thermodynamic model was established to describe the multivalent interaction between multiply phosphorylated partner proteins and 14-3-3,32 which was utilized to analyze the multivalent interactions between multiply phosphorylated Rnd3 and 14-3-3ζ (Fig. 3). However, due to the very weak binding affinity to 14-3-3ζ of the pS210 and pS218 epitopes on Rnd3, which could not be detected by either ITC or FP assays, the corresponding affinity constants in the previous equations of the thermodynamic model were lacking. Thus, we accordingly modified the equations by introducing two new parameters for the second binding step as follows: the real effective association rate constant ka,p2,eff and the actual effective affinity constant Kp2,eff. By comparing the calculated Kp2,eff values of 210_240pi and 218_240pi, we found different contributions of pS210 and pS218 to Rnd3–14-3-3ζ binding. K210,eff and K218,eff were determined to be 0.54 and 4.24, respectively. Because K210,eff is much smaller than K218,eff, we deduced that the pS218 site has a greater enhancement effect on the overall binding than the pS210 site.
Taken together, these quantitative thermodynamic results prove that phosphorylation at S210 and S218 within the Rnd3 C-terminal tail can enhance the interaction between Rnd3 bearing the gatekeeper pS240 and 14-3-3ζ. Moreover, pS218 displays a greater enhancement effect than pS210, as reflected by the actual effective affinity constant Kp2,eff in our binding thermodynamic model modified equation. In addition, we determined the binding mode in which one doubly or triply phosphorylated Rnd3 tail containing the essential pS240 binds to a 14-3-3ζ dimer via two remote phosphate binding sites, which might act through a multivalent additive mechanism.
The real-time FP signal change of peptide 218pi containing pS218 upon the addition of 14-3-3ζ could not be observed, probably due to their weak binding. For peptide 240pi containing only one phosphorylation epitope pS240, we assume that the binding process is a one-step reversible interaction. Each fitting curve yielded the constant kobs (kobs = kon × [14-3-3ζ] + koff) according to pseudo first-order conditions, where [FAM-240pi] ≪ [14-3-3ζ]. The constants kon and koff were found to be 29.63 ± 2.31 μM−1 s−1 and 44.25 ± 17.81 s−1, respectively (Fig. 4A and B and Table 2). The calculated KD (1.49 μM) 240pi based on these rate constants is in reasonable agreement with the KD (3.39 μM) from steady-state titration.
Rate constants | 240pi | 218_240pi | 240piFar |
---|---|---|---|
k a,1 (μM−1 s−1) | 29.63 | 57.46 | 39.21 |
k d,1 (s−1) | 44.25 | 35.20 | 19.94 |
k a,2 (s−1) | — | 62.20 | 25.59 |
k d,2 (s−1) | — | 38.89 | 54.53 |
K D (μM) | 1.49 | 0.23 | 0.37 |
In addition, the dissociation process can also be detected by a competition assay, in which an excess of unlabeled Rnd3 peptides were used to release the fluorescent Rnd3 peptides bound to 14-3-3ζ. The FP value decreased over time after rapid mixing and reached a steady state (Fig. S15†). The data were fitted to a single exponential equation to give the dissociation rate constant koff. The koff of 240pi obtained from the competitive dissociation assay is 63.92 s−1, which is in reasonable agreement with the koff from the fitting of association curves as mentioned above.
For the peptide 218_240pi containing two remote phosphorylation epitopes, we assumed that the binding process was a two-step reversible interaction. The group of association curves of 218_240pi with different concentrations of 14-3-3ζ (Fig. 4C) was fitted using numerical integration of a set of differential equations describing a two-step binding mechanism (Fig. 4D). First, we should determine which phosphorylation epitope (pS240 or pS218) initiated the binding. We estimate that these two epitopes have less influence on each other in the first binding step and last dissociation step, which thereby displays similar binding thermodynamics and kinetics with 240pi or 218pi to 14-3-3ζ. However, due to the very weak binding affinity of pS218 to 14-3-3ζ, we couldn't measure the binding kinetics data of 218pi for further comparison with the data of 240pi. Thus, we tried two rounds of fitting to obtain the binding kinetic data, in which the association of pS218 or pS240 with 14-3-3ζ was respectively set as the first binding step. The phosphate randomly associates with either of the phosphate binding sites of the 14-3-3 dimer, providing the association rate constant of step one to be ka,1 = 2 × kon (kon,240pi or kon,218pi).
Assuming that pS218 initiates the binding: ka,218pi > ka,240pi, together with KD,218pi ≫ KD,240pi, it can be deduced that: kd,218pi > kd,240pi, which means that the koff of 240pi binding to 14-3-3ζ is the kd,1 in this two-step binding equation (Fig. 4D). The group of association curves of 218_240pi with 14-3-3ζ were then fitted to obtain the corresponding constants: ka,1 = 16.70 μM−1 s−1, kd,1 = 53.76 s−1, ka,2 = 29.84 s−1, and kd,2 = 8.64 s−1 using numerical integration of a set of differential equations as shown in Fig. 4D. However, the calculated ka,1 (16.70 μM−1 s−1), which equals the 2 × kon of 218pi, is much smaller than the 2 × kon of 240pi (59.26 μM−1 s−1), which is contradictory to the prerequisite that pS218 initiates the binding of 218_240pi to 14-3-3ζ.
Next, assuming that pS240 initiates the binding, the 2 × kon of 240pi binding to 14-3-3ζ is the ka,1 in this two-step binding equation. The group of association curves of 218_240pi with 14-3-3ζ was then fitted to obtain the corresponding rate constants using numerical integration of a set of differential equations as shown in Fig. 4D. The fitting curves matched well with the recording curves, giving the rate constants as: ka,1 = 57.46 μM−1 s−1, kd,1 = 35.20 s−1, ka,2 = 66.20 s−1, and kd,2 = 38.89 s−1 (Table 2). The calculated KD and koff for 218_240pi based on these four rate constants are respectively 0.23 μM and 9.69 s−1, which are in reasonable agreement with the previously determined KD (0.40 μM) from steady-state titration and koff (8.42 s−1) from the competitive dissociation assays.
These results demonstrate that phosphorylation at S218 does not accelerate the association but decelerates the dissociation of Rnd3 peptides embedded with the gatekeeper pS240 from 14-3-3ζ, resulting in the enhancement of the binding affinity. We therefore estimated that one monomer of the 14-3-3ζ dimer first recognizes the essential pS240 on Rnd3 in the rate-determining step, which can then facilitate the subsequent association of another monomer with the pS218 or pS210 site because of the proximity effect.44 Furthermore, the second phosphate-involved recognition in the multivalent interaction retards the dissociation of the Rnd3–14-3-3ζ complex, which is in agreement with the properties of electrostatic interactions.
First, all synthesized 35-mer Rnd3 peptides containing a farnesyl group were investigated by ITC and FP assays to obtain the thermodynamic data of binding to 14-3-3ζ. Farnesylated peptide no_piFar without any phosphate modifications displayed a very weak interaction with 14-3-3ζ (Fig. S11 and S12†). In contrast, 240piFar containing both fC241 and pS240 displayed a much higher binding affinity to 14-3-3ζ than no_piFar, confirming the essential role of pS240 in the multivalent PPI involving fC241. Moreover, the binding stoichiometry of 240piFar to 14-3-3ζ is close to 1:1 as was also observed for 240pi, indicating that farnesylation shows little change in the binding mode of a pS240-containing Rnd3 peptide to one 14-3-3ζ monomer via its phosphate-binding pocket. Interestingly, for farnesylated Rnd3 peptides, the KD values determined by the FP assay were smaller than those measured by the ITC experiment. Particularly for 240piFar and 218_240piFar, the difference between the two sets of KD values was close to an order of magnitude. However, for the corresponding peptides without farnesylation, the two sets of KD values were close. Thus, we selected only one set of KD values determined by the same technique for binding affinity comparison. We found that the farnesyl group can largely improve the binding affinities of all the Rnd3 peptides containing pS240, as indicated by the FP KD in Fig. 2C and D and S12.†
Next, we examined the thermodynamic binding modes of Rnd3 peptides containing both farnesylation and double or triple phosphorylation epitopes with 14-3-3ζ. All of the binding stoichiometries of the peptides 210_240piFar, 218_240piFar and all_piFar to 14-3-3ζ were approximately 1:2, showing the same result as the corresponding peptides without the farnesylation epitope. These results indicate that one 14-3-3ζ dimer can accommodate one Rnd3 peptide containing fC241, pS240 and either pS210 or pS218 via two phosphate-binding sites and one farnesyl binding site (Fig. S11†). In addition, after comparing the ΔH and TΔS data of all the farnesylated peptides with the data of the corresponding nonfarnesylated peptides (Table 1), we found that farnesylation leads to a decrease in ΔH except for with the peptide 240piFar, which displays less of a change, and an increase in TΔS, which is in contrast to the effects of phosphorylation at S210 or S218 on ΔH and TΔS described earlier. These data indicate the occurrence of hydrophobic interactions between Rnd3 and 14-3-3ζ. The hydrophobic surface was surrounded by water molecules, which formed an ice-like cage structure called a clathrate cage.45 The surface of the cage is covered with ordered hydrogen bonds, which were broken by the interaction between the farnesyl group and the hydrophobic groove on 14-3-3ζ. The resulting release of free water molecules leads to an increase in the entropy of the system.46
Thus, we have revealed that the hydrophobic farnesyl group on Rnd3, which displays weak binding to 14-3-3ζ, largely enhances the binding of Rnd3 to 14-3-3ζ at a stoichiometry of 1:1 in combination with the adjacent essential pS240. Therefore, we estimated the occurrence of great cooperativity between fC241 and pS240 in this multivalent PPI. To address this issue, we tried to establish a thermodynamic model for the Rnd3–14-3-3ζ interaction mediated by the potential cooperativity of fC241 and pS240. As mentioned earlier, we built a modified thermodynamic binding equation to describe the PPI mediated by the two ditopic pS residues. Herein, we took the multivalent PPI mainly mediated by adjacent fC241 and pS240 as a host–guest system but introduced the effective factor coefficient eff and the index of cooperativity ε, which is similar to the effective molarity term (EM),32 as shown in Fig. 5. effa,xx represents the degree to which the association process in the second binding step is affected by the association in the first binding step and effd,xx represents the degree to which the dissociation process in the second binding step is affected by the first binding event. According to the equation Kmonomer = εKp1KF in Fig. 5, where Kmonomer is the association constants of 240piFar (K240piFar = 3.13 μM−1), Kp1 is the association constants of 240pi (K240pi = 0.29 μM−1), and KF is the association constants of no_piFar (K240Far = 0.13 μM−1) (Fig. 6A, FP data), we calculated the ε value of this binding as 83.02 μM, which is much larger than 1, indicating great cooperativity between these two adjacent modifications in the multivalent PPI.
Fig. 5 (A) Cooperative binding scheme of phosphorylated and farnesylated Rnd3 peptides with 14-3-3ζ. The binding process is divided into two steps. Guest (G) represents the Rnd3 peptides and host (H) represents 14-3-3ζ. ka,p1 is the association rate constant of the peptide bearing the phosphorylation epitope at S240 with 14-3-3ζ. kd,p1 is the dissociation rate constant of the peptide bearing the phosphorylation epitope at S240 with 14-3-3ζ. effa,xx is the degree to which the association process in the second binding step is affected by the association in the first binding step and effd,xx is the degree to which the dissociation process in the second binding step is affected by the first binding event. p1 in orange represents pS240 in the Rnd3 peptide and F in gray represents the farnesyl group in the Rnd3 peptide. (B) Mass action laws and mass balance equations for the interaction. K is the affinity constant. The kinetic parameters and equation derivation of the first two steps are shown in Fig. S16.† |
Besides, we explored the interaction of 14-3-3ζ with its other potential substrates from the C-terminus of Rap1A and PDE6C, which have a similar sequence and modifications to the C-terminus of Rnd3 (-K-X-K-pS/pT-fC/gC-OMe) as shown in Fig. 6B and Table S1.† Both Rap1A and PDE6C have geranylgeranylation epitopes instead of farnesylation epitopes on the C-terminal Cys. These Rap1A and PDE6C peptides with different phosphorylation and lipidation patterns were further applied in the measurements of their binding affinities to 14-3-3ζ by ITC and FP assays. The results indicate that Rap1A peptide bearing both phosphate and lipid (Rap1A_pi_GG) display a relatively weaker binding affinity (KD = 1.76 μM) to 14-3-3ζ while PDE6C_pi_GG shows a stronger binding affinity (KD = 0.27 μM) as shown in Fig. 6A. We estimate that the local sequence anchored with the phosphate epitope might lead to their different binding affinities. The ITC and FP results of a series of Rap1A and PDE6C peptides with different PTM patterns show that the lipid group greatly enhances the binding affinities of phosphorylated PDE6C peptides to 14-3-3ζ. According to the equation Kmonomer = εKp1KF in Fig. 5, where Kmonomer is the association constants of PDE6C_pi_GG (3.70 μM−1), Kp1 is the association constants of PDE6C_pi (0.18 μM−1), and KF is the association constants of PDE6C_GG (0.16 μM−1), we calculated the ε value of this binding as 128.47 μM. These results indicate great cooperativity between phosphorylation and geranylgeranylation in the multivalent PPI of PDE6C and 14-3-3ζ, which is in agreement with the Rnd3–14-3-3ζ interaction.
In brief, these quantitative thermodynamic results prove that farnesylation at C241 of the Rnd3 C-terminal tail can enhance the interaction between 14-3-3ζ and Rnd3 mediated by phosphorylated S240. The binding mode is that one Rnd3 peptide containing fC241, pS240, and pS210 or pS218 binds a 14-3-3ζ dimer via two separate phosphate-binding sites and one farnesyl binding groove. Moreover, fC241 mainly introduces hydrophobic interactions and acts cooperatively with the adjacent essential pS240 for the multivalent PPI. Moreover, we found that 14-3-3ζ can also bind to the C-terminus of Rap1A and PDE6C bearing similar lipid and phosphate modifications with Rnd3 via a cooperative mechanism.
For Rnd3 peptide 240piFar containing adjacent phosphorylation and farnesylation epitopes, we assumed that the binding process was a two-step reversible interaction, too. The group of association curves of 240piFar with different concentrations of 14-3-3ζ (Fig. 6C) was fitted using numerical integration of a set of differential equations describing a two-step binding mechanism (Fig. S17†). Different from 218_240pi on which two remote phosphorylation epitopes respectively bind to each monomer of a 14-3-3ζ dimer, these two adjacent epitopes bind to the same 14-3-3ζ monomer.
Due to the relatively weak binding affinity of fC241 to 14-3-3ζ, we couldn't measure the binding kinetics data of no_piFar for direct comparison with the data of 240_pi to deduce which epitope initiates the binding process. Thus, we tried two rounds of fitting to obtain the binding kinetic data, in which the association of p240 or fC241 with 14-3-3ζ was respectively set as the first binding step.
Assuming that p240 initiates the binding (kon,240pi > kon,Far), we used the kon of 240pi binding to 14-3-3ζ as the ka,1 in this two-step binding equation. The group of association curves of 240piFar with 14-3-3ζ was then fitted to obtain the corresponding rate constants kd,1, ka,2, and kd,2 using numerical integration of a set of differential equations as shown in Fig. S17.† The fitted curves matched well with the recorded curves and gave the rate constants as: ka,1 = 31.07 μM−1 s−1, kd,1 = 12.97 s−1, ka,2 = 60.17 s−1, and kd,2 = 344.64 s−1. kd,2 is much larger than the koff of 240pi (44.25 s−1), indicating that kd,2 represents the koff of no_piFar. However, KD,240pi is slightly smaller than KD,Far (Fig. 6A), according to the equation KD = koff/kon, then we calculated kon,Far > kon,240pi, which is contradictory to the prerequisite that pS240 initiates the binding of 240piFar to 14-3-3ζ. Next, we assumed that fC241 initiated the binding. Since the kon of no_piFar binding to 14-3-3ζ cannot be determined, we set ka,1, kd,1, ka,2, and kd,2 as unknown constants. The fitted curves matched well with the recorded curves. The rate constants were determined: ka,1 = 39.21 μM−1 s−1, kd,1 = 19.94 s−1, ka,2 = 25.59 s−1, and kd,2 = 54.53 s−1 (Fig. 6C and Table 2). The calculated KD and koff for 240piFar based on these four rate constants are respectively 0.37 μM and 10.87 s−1, which are in reasonable agreement with the previously determined KD (0.32 μM) from steady-state titration and koff (8.02 s−1) from the competitive dissociation assays.
Based on these results, we conclude that farnesylation at C241 accelerates the association of Rnd3 peptides embedded with the pS240 with 14-3-3ζ and impeded the release of the Rnd3 peptide from the 14-3-3ζ. However, as mentioned above, the farnesylated Rnd3 peptides without the essential pS240 displayed weak interactions with 14-3-3ζ. We estimate that the farnesyl group at C241 and the phosphate group at S240 might mutually affect the conformation of two adjacent binding sites to achieve optimal binding, which is further explored and is described in the next section.
Besides, we measured the binding kinetics of PDE6C peptides with different modification patterns (Fig. 6D and E) by using a stopped-flow apparatus coupled with an FP detector. The fitting of the association curves PDE6C_pi with increasing concentration of 14-3-3ζ followed the one-step binding model, resulting in kon and koff of 4.06 ± 0.22 μM−1 s−1 and 33.29 ± 1.70 s−1. For the peptide PDE6C_pi_GG, we assumed that the binding process was a two-step reversible interaction and we also tried two rounds of fitting to obtain the binding kinetic data, in which the association of the phosphate group or geranylgeranyl group with 14-3-3ζ was respectively set as the first binding step. Assuming that the phosphate group initiated the binding (kon,PDE6C_pi > kon,PDE6C_GG), we used the kon of PDE6C_pi binding to 14-3-3ζ as the ka,1 in this two-step binding equations. The fitting result gave unreasonable parameters r1 ≈ 1, r0 ≈ 0, r2 ≈ 0 (eqn (S8)†), so we estimated that it was not the phosphate of PDE6C which initiates the binding. Next, we assumed that the geranylgeranyl group initiated the binding. Since the kon of PDEC6_GG binding to 14-3-3ζ cannot be determined, we set ka,1, kd,1, ka,2, and kd,2 as unknown constants. The fitted curves matched well with the recorded curves and the rate constants were determined: ka,1 = 23.71 μM−1 s−1, kd,1 = 15.29 s−1, ka,2 = 63.13 s−1, and kd,2 = 51.49 s−1. The calculated KD for PDE6C_pi_GG based on these four rate constants are 0.50 μM, which is in reasonable agreement with the previously determined KD (0.27 μM) from steady-state titration. These kinetic results demonstrate that the established binding kinetic models are suitable for evaluation of the interaction of 14-3-3ζ with other substrates bearing lipid and phosphate modifications.
We evaluated the binding affinity of each complex by analyzing their binding free energies from the simulation results (Fig. S19†), which were in accordance with the experimental results that the 240piFar complex displays the strongest binding while the no_piFar complex is the most unstable. Then, we analyzed the changes in the root-mean-square deviation (RMSD) of the structure of 14-3-3ζ in each complex and the root-mean-square-fluctuation (RMSF) of its residues. The overall RMSD of 14-3-3ζ in complexation with 240piFar displays the slightest changes among the three complexes (Fig. S20†). Moreover, the RMSF data show that the residues on 14-3-3ζ in complexation with 240piFar display minimal fluctuations (Fig. S21†), which is consistent with the RMSD results, indicating that the 240piFar complex bound to 14-3-3ζ displays the most stable structure among the three complexes. In addition, we analyzed the structural changes in different Rnd3 peptides in each complex. The results indicated that peptide no_piFar in the complex hardly achieved a stable structure within the MD simulations. Altogether, these MD results demonstrate that both farnesylation at C241 and phosphorylation at S240 are beneficial to the binding affinity.
To uncover the molecular mechanism of cooperativity between adjacent farnesylation and phosphorylation in the multivalent interaction, we further analyzed the conformational changes in the Rnd3–14-3-3ζ binding surfaces in each complex.
First, we compared specific movements of the key residues of 14-3-3ζ due to its association with 240pi or 240piFar. In the phosphate-binding pocket of 14-3-3ζ, the orientation of some residues changed slightly (Fig. 7A, F and G). For example, the amino group of the side chain of K49, which interacts with the oxygen atom of the phosphate group of 240pi, moves slightly away from the phosphate group of 240piFar. In addition, the phosphate group in 240piFar displays a polar interaction with the amide bond within its own mainchain (this interaction is replaced in the crystallographic structure by the binding of phosphate to the C-terminal free carboxyl group), while there is no such internal interaction for 240pi in complexation with 14-3-3ζ. Therefore, we further compared the conformational changes of the Rnd3 peptides in each complex. K235 in 240pi exhibits a polar interaction with D231 of 14-3-3ζ, while K235 in 240piFar interacts with both the C-terminal carboxyl ester and the side chain carboxyl group of D231, allowing D231 to stretch toward the cavity (Fig. S18†). D236 in the 240piFar peptide has a strong polar interaction with R60 of 14-3-3ζ at a distance of 1.7 Å, whereas D236 of 240pi faces the other side of 14-3-3ζ, displaying a distance of 8.3 Å to R60 (Fig. S18†). K237 in 240piFar interacts with both E131 and E180 of 14-3-3ζ at respective distances of 1.7 Å and 1.6 Å, while K237 of 240pi interacts only with E180 at a distance of 2.3 Å (Fig. 7H). In addition, the orientation of C241 in 240piFar was also flipped, with its methyl ester facing K120 and N173 of 14-3-3ζ, resulting in the formation of hydrogen bonds, while the methyl ester of C241on 240pi is far from K120 and N173 (Fig. 7C). These results strongly supported the fact that farnesylation induces conformational changes in the binding surfaces between Rnd3 and pS240 embedded and 14-3-3ζ to enhance their interaction.
Next, we explored the effects of S240 phosphorylation on the farnesyl binding surface by comparing the structures of the no_piFar complex and 240piFar. Whereas no_piFar constantly changed its binding state to 14-3-3ζ during the simulation and hardly reached a stable conformation, which was probably due to the lack of the essential pS240 on no_piFar, a weak interaction with 14-3-3ζ was observed (Fig. S25†). Therefore, we took out the structure that occurred with the highest frequency in the simulation for analysis (Fig. 7B). The results showed that the farnesyl group still binds to the hydrophobic groove on 14-3-3ζ but shifts away from the locking sites (Fig. 7D and E). These results demonstrated that phosphorylation at pS240 also affects the conformation of the binding surface between farnesylated Rnd3 and 14-3-3ζ and helps to lock the farnesyl group in the right binding position to 14-3-3ζ.
Altogether, the MD simulation results corroborate that farnesylation can enhance the binding between 14-3-3ζ and Rnd3 bearing pS240. Moreover, the conformational analysis demonstrated the cooperativity of the adjacent farnesylation and phosphorylation PTMs in the multivalent interaction, probably through the induced fit mode. The farnesyl group in Rnd3 peptides here acts as the kinetic stabilizer48,49 through inducing conformational changes of the Rnd3–14-3-3ζ binding surfaces to reach the optimal fitting mode.
Altogether, this work not only provides a new insight into the binding mechanism of 14-3-3ζ to Rnd3 as well as other substrates bearing lipid and phosphate modifications, but also establishes general models for exploring the binding thermodynamics and particularly kinetics of other multivalent PPIs mediated by remote or adjacent PTM epitopes, even providing a reference for analyzing other types of multivalent host–guest interactions. Besides, uncovering the mechanism of multivalent PPIs is of critical importance for further developing thermodynamic and kinetic inhibitors or stabilizers of PPIs to regulate binding processes.
Footnote |
† Electronic supplementary information (ESI) available: LC-MS of peptides, experimental details and figures. See DOI: 10.1039/d0sc05838f |
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