| Literature DB >> 35161692 |
Dustin D Smith1,2, Joshua P King1,2, D Wade Abbott2,3, Hans-Joachim Wieden1,2,4.
Abstract
Fluorescently labeled, solute-binding proteins that change their fluorescent output in response to ligand binding are frequently used as biosensors for a wide range of applications. We have previously developed a "Computational Identification of Non-disruptive Conjugation sites" (CINC) approach, an in silico pipeline utilizing molecular dynamics simulations for the rapid design and construction of novel protein-fluorophore conjugate-type biosensors. Here, we report an improved in silico scoring algorithm for use in CINC and its use in the construction of an oligogalacturonide-detecting biosensor set. Using both 4,5-unsaturated and saturated oligogalacturonides, we demonstrate that signal transmission from the ligand-binding pocket of the starting protein scaffold to the CINC-selected reporter positions is effective for multiple different ligands. The utility of an oligogalacturonide-detecting biosensor is shown in Carbohydrate Active Enzyme (CAZyme) activity assays, where the biosensor is used to follow product release upon polygalacturonic acid (PGA) depolymerization in real time. The oligogalacturonide-detecting biosensor set represents a novel enabling tool integral to our rapidly expanding platform for biosensor-based carbohydrate detection, and moving forward, the CINC pipeline will continue to enable the rational design of biomolecular tools to detect additional chemically distinct oligosaccharides and other solutes.Entities:
Keywords: TogB; YeGH28; YePL2b; carbohydrate detection; computational biosensor design; fluorescence; molecular dynamics; oligogalacturonides; rapid kinetics
Mesh:
Substances:
Year: 2022 PMID: 35161692 PMCID: PMC8839585 DOI: 10.3390/s22030948
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Figure 1Small-scale changes in amino acid dynamics upon ligand binding identified using F. Average F values for each apo vs. ligand-bound state are projected onto their corresponding PDB structures: TogB bound to unsatdigalUA ((A), PDB 2UVI), TogB bound to digalUA ((B), PDB 2UVH), and TogB bound to trigalUA ((C), PDB 2UVJ). Ligand is shown using grey spheres, and protein backbone is shown as a ribbon, coloured according to F values. Candidate labeling positions selected based on F values are also indicated.
Figure 2F values reflecting changes in dynamics of backbone dihedral angles at candidate labeling positions. Changes in dynamics of candidate labeling positions relative to dynamics in the TogB apo state are shown for TogB∙unsatdigalUA (white bars), TogB∙digalUA (cyan striped bars), and TogB∙trigalUA (red dotted bars). Each bar reflects the results of 3 replicates ± s.d. with results from individual molecular dynamics simulations superimposed on the plot (black dots).
Response of fluorescently labeled TogB variants to ligand. Fluorescently labeled TogB variants were incubated in the absence and presence of saturating concentrations of unsatdigalUA, digalUA, and trigalUA (saturating concentrations defined as ligand concentration at least three-fold above previously reported dissociation constants [26]). Labeled TogB variants were also incubated in the absence and presence of a non-specific carbohydrate galacturonic acid. Values reported indicate percentage change in peak fluorescence intensity after addition of ligand (n = 1).
| w/16 µM UnsatdigalUA | w/48 µM DigalUA | w/570 µM TrigalUA | w/1710 µM Galacturonic Acid | |
|---|---|---|---|---|
| TogB K99C-MDCC | +2% | −4% | −4% | −2% |
| TogB F247C-MDCC | −14% | −10% | −20% | −1% |
| TogB A284C-MDCC | −31% | −31% | −30% | −1% |
| TogB K362C-MDCC | −32% | −25% | −29% | −2% |
| TogB D363C-MDCC | −60% | −39% | −44% | −1% |
Figure 3Concentration dependence of unsatdigalUA association rate and digalUA association rate. Representative fluorescence time course of 100 nM TogB D363C-MDCC binding 10 μM unsatdigalUA (A) or 10 μM digalUA (B). Fluorescence time courses were obtained for 100 nM TogB D363C-MDCC binding to ligands across a range of carbohydrate concentrations (0.3–10 μM for unsatdigalUA, and 1–20 μM for digalUA). Fluorescent time courses were fit with a one-exponential function (Equation (5)) to determine amplitude and k. Amplitudes of signal change were plotted against concentrations of unsatdigalUA (C) and digalUA (D) and fit with a hyperbolic function (Equation (7)) to determine dissociation constant (K = 1.3 ± 0.5 μM for unsatdigalUA, K = 6 ± 1 μM for digalUA). k was plotted against concentrations of unsatdigalUA (E) and digalUA (F) and fit with a linear function to determine association constants (k = 18.6 ± 0.7 μM−1·s−1 for unsatdigalUA, and 6 ± 1 μM−1·s−1 for digalUA). Each data point in panels (C–F) reflects mean ± s.d. at the indicated carbohydrate concentration (n = 3).
Figure 4Oligogalacturonide release from CAZyme-catalyzed degradation of polygalacturonic acid detected by TogB D363C-MDCC. Representative fluorescence time courses for product released by 250 nM YePL2b ((A), black fluorescence time course) or 250 nM YeGH28 ((B), black fluorescence time course) in the presence of 0.5 mg/L PGA and detected by 250 nM TogB D363C-MDCC. Negative controls in the absence of CAZyme (red fluorescence time courses) and in the absence of PGA (blue fluorescence time courses) are shown.
Oligogalacturonide release fit parameters obtained via CAZyme-catalyzed PGA degradation. The fitting of the two-exponential function (Equation (6)) to biphasic fluorescence time courses of oligogalacturonide release shown in Figure 4 details underlying enzyme kinetic parameters. Fit parameters for a polysaccharide lyase (YePL2b) and a glycoside hydrolase (YeGH28) are reported (mean ± s.d., n = 6 replicates for each enzyme).
| YePL2b | 0.545 ± 0.02 | 0.05 ± 0.03 | 39 ± 8 | 0.37 ± 0.03 | 0.033 ± 0.005 |
| YeGH28 | 0.565 ± 0.002 | 0.03 ± 0.01 | 33 ± 1 | 0.30 ± 0.01 | 0.021 ± 0.001 |