Shouvik Bhuin‡
,
Sayantan Halder‡,
Subit Kumar Saha* and
Manab Chakravarty*
Department of Chemistry, Birla Institute of Technology and Sciences-Pilani, Hyderabad Campuses, Hyderabad-500078, Telangana, India. E-mail: manab@hyderabad.bits-pilani.ac.in; sksaha@hyderabad.bits-pilani.ac.in
First published on 6th January 2021
The present study demonstrates binding interactions and Förster resonance energy transfer (FRET) between bovine serum albumin (BSA) and a series of structurally and electronically diverse phenothiazine (PTZ) and anthracene (ANT) dyes. Upon selective excitation of tryptophan (Trp) residues of BSA, radiationless energy transfer to a dye takes place, resulting in fluorescence quenching of the former. Fluorescence quenching mechanisms, FRET parameters, possible locations, and binding constants of dyes with the BSA have been examined to deduce a structure–property relationship. The mechanism of quenching is apparently static in nature. PTZ dyes with heteroatoms and a pentyl tail (C5-PTZ) attached to them were found to have a stronger binding affinity with BSA as compared to ANT dyes. Stronger binding affinities of C5-PTZ dyes with BSA result in greater energy transfer efficiencies (ET). A dye with a strong electron-withdrawing group present in it has shown better energy accepting capability. A FRET study with dicyanoaniline (DCA) analogs of PTZ and ANT dyes (C5-PTZDCA and ANTDCA, respectively) revealed that ET depends on electronic and structural factors of molecules. An almost orthogonal geometry between ANT and DCA moieties (∼79°) in ANTDCA induces the greater extent of electron transfer from ANT to DCA, showing a higher ET for this dye as compared to C5-PTZDCA in which the torsion angle is only ∼38°. Further, the observed facts have been validated by experimentally determined bandgaps (using cyclic voltammetry experiments) for all the dyes. Thus, the hydrophobic character and the presence of interactive substituents along with the electron-accepting abilities majorly control the FRET for such dyes with BSA.
Additionally, the questions arise on the requirement of thia and aza part in a system for an efficient FRET phenomenon. Therefore, we also intend to explore the FRET on anthracenyl-based fluorophores. Notably, anthracene and phenothiazine are not analogous due to the fundamental structural differences; however, we dealt with similar substituents for both the skeletons. Apart from a few known dyes, the dicyanoaniline (DCA) analogs [PTZDCA and ANTDCA, Chart 1] with acceptor–donor–acceptor (A–D–A) architecture bring special attention to this FRET study.13,14 Furthermore, the FRET analysis using non-traditional donor–acceptor combinations is very much appealing.6 Most of these traditional compounds emit at UV-Vis region but with somewhat commendable Stokes shifts compared to the previous report.6 Intriguingly, the FRET between phenothiazine or anthracene-based molecules and BSA has enabled them to offer as good acceptors. Such acceptors are focused on their convincing applications in the FRET. Mechanistic insights are specified to find quenching of Trp-fluorescence by each of the dyes. An attempt has been made to find the possible relation between the structures of dyes and various properties, such as binding strength/locations and energy transfer efficiency. The governing effect of substituted hydrophobic and electron-withdrawing groups, the position of substitution on the features mentioned above, has also been elucidated.
The compound ANTDCA was synthesized in a manner similar to C5-PTZDCA with a 25% yield, possibly due to the various reaction scopes with anthracenyl core. A solvent-free twisted path19 was also adopted to afford ANTDCA, but the result was not pleasing.
All the synthesized compounds are characterized by NMR, HRMS/LCMS, and FT-IR spectroscopy (see ESI† for details). Mostly, the molecular structure for new compounds C5-PTZDCA and ANTDCA are determined unequivocally with the help of single-crystal X-ray diffraction studies (Fig. 1). The X-ray structures help to identify the exact position of cyano, amine, and methyl groups within the dicyanoaniline (DCA) ring. Moreover, the torsion angle between the DCA and anthracene or phenothiazine could also be measured as depicted in Fig. 1.
Fig. 1 The molecular structures of (a) C5-PTZDCA and (b) ANTDCA. The selected torsion angles (o) and bond lengths (Å) are also given. There are two molecules in one asymmetric unit for both the systems. Hydrogens are omitted for the C5-PTZDCA for clarity. CCDC Number: ANTDCA 2041742; C5-PTZDCA: 2041739. |
Fig. 2 Normalized absorption and fluorescence spectra of 5 μM BSA in the presence of 5 μM C5-PTZA in an aqueous HEPES buffer solution. λex for fluorescence measurements is 295 nm. |
Upon excitation of the sample (a mixture of BSA and C5-PTZA) with a light of 295 nm, two fluorescence bands at 347 nm and 502 nm were found due to the emissions from both BSA and C5-PTZA, respectively. Still, the emission from C5-PTZA is unexpected using λex = 295 nm. Albeit, a significant extent of overlap between the fluorescence band of BSA and absorption band of C5-PTZA (Fig. 2) along with the fluorescence from both the species indicate a definite possibility of FRET occurring between them. Among various intrinsic fluorophores as part of the origin of BSA's fluorescence, we have focused explicitly on to excite only Trp residues to avoid the fluorescence contribution from the other amino acid residues of BSA such as phenylalanine (Phe) and tyrosine (Tyr). That is why the excitation wavelength of 295 nm has been selectively preferred.20 Further, between two Trp residues in BSA, Trp-134 resides in the hydrophilic environment, whereas Trp-213 chooses a relatively less polar part of BSA.21 Intriguingly, such FRET behavior was experienced with all the dyes used herein except molecular anthracene (ANT).
To understand the origin of fluorescence quenching for Trp residues of BSA, the radiative rate constant (kr) of this emission process is a vital parameter and calculated using Strickler–Berg equation (eqn (1)) considering no solvent interactions and change in the excited-state geometry:22–24
(1) |
Quencher (dye) | kr × 10−10 (without dye) (s−1) | kr × 10−10 (with dye) (s−1) | % change in f | % quenching |
---|---|---|---|---|
PTZ | 1.45 | 1.45 | 0.01 | 31.7 |
C5-PTZ | 1.45 | 1.49 | 3.81 | 34.9 |
C5-PTZA | 1.45 | 1.51 | 4.61 | 66.9 |
C5-PTZCN | 1.45 | 1.46 | 0.11 | 49.6 |
C5-PTZDCA | 1.45 | 1.49 | 3.87 | 29.0 |
ANTA | 1.45 | 1.42 | 2.93 | 34.9 |
ANTCN | 1.45 | 1.42 | 2.26 | 30.7 |
ANTDCA | 1.45 | 1.41 | 3.30 | 35.8 |
Notably, the change in radiative rate constants of the BSA in the presence or absence of a dye is not impressive. The changes in the oscillator strength fall within the range of 0.01–4.61%, which has an almost negligible contribution to the observed quenching (29.0–66.9%, Table 1). Therefore, the fluorescence quenching of BSA by the molecules confirms the involvement of the energy transfer process to a greater extent.
Next, the fluorescence quenching of Trp residues in BSA was studied at different concentrations for each of the dyes, individually except for ANT. This study has enabled us to explain the mechanism of quenching, binding efficiency with the protein, and location in the protein. Fluorescence quenching using these molecules and analysis of quenching data in each case has been attempted to decipher the observed facts.
However, no increase in the fluorescence intensity of PTZ could be found, being a non-fluorescent dye (Fig. 3). The above-mentioned calculated values (Table 1) of the radiative rate constants (kr)/oscillator strength (f) and the analysis of data have confirmed the energy transfer as a cause for the fluorescence quenching. The FRET efficiency depends on donor–acceptor proximity and spectral overlap, not necessarily that the acceptor should be fluorescent.25 There are recent reports on the use of several non-fluorescent acceptors/quenchers, e.g., Dabcyl,26–28 the black hole quenchers, BHQ,28–30 QSY-7, and BHQ2,28 and QSY-9,31 different nucleotides,28 Guanosine,32,33 and Au nanoparticles.27,34 The development of non-fluorescent dye derivatives-based FRET assays is a promising area that can lead to broad applications in the receptor field.25 A relationship between fluorescence quenching and concentration of quencher is represented by the Stern–Volmer (S–V) equation,35 (eqn (2)):
(2) |
Fig. 3 Fluorescence spectra of Trp residues of BSA in the presence of different concentrations of PTZ. [BSA] = 5 μM. λex = 295 nm. |
Fig. 4 (a) S–V plot for quenching of the Trp fluorescence by PTZ in BSA, and (b) modified S–V plot for quenching the Trp fluorescence by PTZ in BSA. [BSA] = 5 μM. λex = 295 nm. |
The correlation coefficient of the linear fitting of the modified S–V plot (Fig. 4b) is found to be 0.9997. The calculated fa and Ka values from the intercept and the slope of the modified S–V plot are found to be 0.43 and 1.92 × 105 M−1, respectively. So, 43% of Trp residues in BSA are only accessible to PTZ. The estimated S–V quenching constant of an accessible fraction (Ka = kqτo) is 1.92 × 105 M−1. Considering the τo for BSA: ∼10−8 s (ref. 35–37) the bimolecular quenching rate constant, kq appears as 1.92 × 1013 M−1 s−1. However, the maximum value of kq for a diffusion-controlled quenching process with a biopolymer is ∼2.0 × 1010 M−1 s−1.3 It implies that the mechanism of the quenching of available fraction is static. By assuming the same and independent binding sites for BSA in case of a static quenching, the binding constant K′ and the number of binding sites (n) have been calculated based on eqn S(3) in Note S2.†38
Fig. S1† displays the plot of log[(Fo − F)/F] versus log(1/([PTZ] – (Fo − F)[BSA]/Fo)). The number of binding sites, n, and the binding constant, K′calculated from the slope and intercept, respectively of the linear fitting [R2 = 0.9997] of the data are found to be 0.35 and 6.19 × 103 M−1, respectively.
Next, we dealt with the C5-PTZ, possibly more hydrophobic, as compared to PTZ due to the introduction of the pentyl chain. Notably, C5-PTZ is also non-fluorescent like PTZ. The parameters listed in Table 1 support the energy transfer as a reason for fluorescence quenching of Trp residues in the presence of C5-PTZ as a quencher. Fluorescence spectra of Trp residues of BSA at different concentrations of C5-PTZ are shown by Fig. 5a, and Fig. 5b displays the change in fluorescence intensity with increasing concentration of C5-PTZ based on eqn (2). The observed linear S–V plot (R2 = 0.9995) indicates both the Trp residues are equally accessible to the dye, C5-PTZ. Unlike PTZ, C5-PTZ with a pentyl tail in the molecule can penetrate the protein and bind to a comparatively interior site, and that facilitates equal accessibility of both the Trp residues.
Fig. 5 (a) Fluorescence spectra of Trp residues of BSA with increasing concentration of C5 PTZ, and (b) S–V plot for quenching of the Trp fluorescence by C5-PTZ. [BSA] = 5 μM. λex = 295 nm. |
The S–V constant, KSV (= kqτo) calculated from the linear fitting of the quenching data (Fig. 5b) is found to be 3.35 × 104 M−1. Taking τo = 10−8 s, the kq is calculated to be 3.35 × 1012 M−1 s−1. As the kq value lies beyond the diffusion-controlled limit, thus it is a static quenching. The binding constant (K′) and the number of binding sites, n calculated after linear fitting [Fig. S2,† R2 = 0.9997] of the quenching data based on eqn S(3),† are found to be 2.46 × 104 M−1 and 0.73, respectively. The higher binding constant of C5-PTZ than that for PTZ specifies the binding of the former at the more hydrophobic site of the BSA. Thus, the presence of a hydrocarbon tail enables the dye binding to a comparatively more hydrophobic site.39
The next dye, C5-PTZA, with aldehyde functionality (Chart 1), is found to be highly fluorescent, unlike PTZ and C5-PTZ. Upon excitation at 295 nm, the fluorescence from both Trp residues of BSA and C5-PTZA have been recorded at different concentrations of the latter, and the corresponding fluorescence spectra with an isoemissive point at 445 nm are shown by Fig. 6a.
Fig. 6a illustrates a gradual decrease in the fluorescence intensity of the Trp residues (donor) of BSA with a concomitant increase in the fluorescence intensity of C5-PTZA (as an acceptor) through the FRET process with increasing concentration of C5-PTZA. This trend is well displayed in Fig. 6b, which shows the rise and fall in F/Fo of the acceptor and the donor, respectively. Detailed scrutiny revealed that the peak maximum of Trp fluorescence is blue-shifted from 347 nm to 344 nm upon the increasing concentration of C5-PTZA within the range of 0 μM to 15 μM. There could be two possible reasons for it. First, the shift of peak maximum to a shorter wavelength with increasing C5-PTZA concentration could be due to the fact that the Trp fluorescence at a longer wavelength is getting quenched more readily than that at a shorter wavelength.35 Trp-134 being present in a comparatively hydrophilic environment should have fluorescence at a relatively longer wavelength as compared to Trp-213. Thus as compared to Trp-213, Trp-134 is more accessible to C5-PTZA. Secondly, it could also be due to the changes in secondary structure of BSA in presence of a dye. To verify it, the circular dichroism spectra for BSA in presence of different concentrations of C5-PTZA have been recorded and given as Fig S3.† The % α-helix of the native BSA is found to be changed from 62.7% to 55.4%.
The S–V plot, in this case, exhibits an upward curvature, concave towards the y-axis at higher concentrations of the quencher (C5-PTZA) (Fig. 7a). This trend can be well described by using concurrent static and dynamic quenching mechanisms.35 The modified S–V equation for a quenching process through both static and dynamic quenching can be written as eqn S(4) in Note S3.† which can be further modified through eqn S(5) and S(6).†
Fig. 7 (a) S–V plot for quenching of the Trp fluorescence by C5-PTZA in BSA, and (b) modified S–V plot for quenching of the Trp fluorescence by C5-PTZA in BSA. [BSA] = 5 μM. λex = 295 nm. |
Fig. 7b presents the modified S–V plot (R2 = 0.9999) based on eqn S(6).† Then, by solving the quadratic equation, we get the values of the S–V dynamic quenching constant (KD) as 5.96 × 104 M−1 and the S–V static quenching constant (KS) as 4.02 × 104 M−1. Assuming that eqn S(3)† is applicable in this case as static quenching is in place, the binding constant (K′) and the number of binding sites (n) calculated from the linear fitting (Fig. S4,† R2 = 0.9999) of the data based on eqn S(3)† are found to be 1.30 × 105 M−1 and 1.06, respectively. The higher value of binding constant for C5-PTZA as compared to C5-PTZ infers that –CHO functionality in C5-PTZA induces added binding interactions with the protein.
Subsequently, another dye, C5-PTZCN (Chart 1), has been used with much higher electron-accepting capability due to the presence of di-cyano functionality linked through a π-bond. Fig. 8a shows changes in fluorescence spectra of both donor and acceptor parts with increasing concentration of C5-PTZCN with an isoemissive point at ∼447 nm. Like the previous dye, C5-PTZA, a gradual diminution in the fluorescence intensity of the Trp residues of BSA with a simultaneous rise in the fluorescence intensity of C5-PTZCN are presented in Fig. 8b.
The blue shift in the fluorescence peak maximum of BSA is due to the same reason, as discussed in the case of C5-PTZA. The S–V plot for this quenching of fluorescence presents a downward curvature (Fig. 9a). The modified S–V plot based on eqn S(1)† is shown in Fig. 9b (R2 = 0.9999).
Fig. 9 (a) S–V plot for quenching of Trp fluorescence by C5-PTZCN in BSA, and (b) modified S–V plot for quenching of the Trp fluorescence by C5-PTZCN in BSA. [BSA] = 5 μM. λex = 295 nm. |
The fractional accessibility of the dye to the Trp residues of BSA indicated by the downward curvature in the S–V plot leads us to calculate fa and Ka from the intercept and the slope of the plot in Fig. 9b based on eqn S(1)†. The fa and Ka values are estimated to be 0.87 and 2.06 × 105 M−1, respectively. So, 87% of Trp residues of BSA are accessible to the C5-PTZCN. The bimolecular quenching constant, kq = 2.06 × 105 M−1/10−8 s = 2.06 × 1013 M−1 s−1, which is beyond the diffusion-controlled limit. Thus, the mechanism of quenching appears to be static. The binding constant (K′) and the number of binding sites (n) calculated from the linear fitting (Fig. S5,† R2 = 0.9999) of the quenching data based on eqn S(3)† are found to be 1.21 × 105 M−1 and 0.63, respectively. Of note, the binding of C5-PTZCN is almost the same as that of C5-PTZA.
Besides, the new dye studied in this series is C5-PTZDCA (Chart 1), dicyanoaniline (DCA) moiety attached to the C5-PTZ core. Fig. 10a shows the fluorescence spectra of donor–acceptor pair with increasing concentration of the acceptor, C5-PTZDCA, with an isoemissive point at ∼403 nm. The dye, C5-PTZDCA, with a strong acceptor–donor–acceptor unit along with a methyl group, is found to be highly fluorescent. The gradual decrease in the fluorescence intensity of the Trp residues of BSA with a simultaneous rise in the fluorescence intensity of C5-PTZDCA is represented by Fig. 10b. The blue-shift in the emission peak maximum of BSA indicating fractional accessibility of Trp residues and/or changes in secondary structure of BSA is noted in this case as well.
The S–V plot for this system also displayed a slight downward curvature (Fig. 11a). The modified S–V plot (Fig. 11b) based on eqn S(1)† was scrutinized (R2 = 0.9965) to find the fractional accessibility (fa), as well as the S–V quenching constant (Ka) those, are found out to be 0.85 and 3.59 × 104 M−1. So, 85% of Trp residues of BSA are accessible to the C5-PTZDCA. The quenching rate constant, kq is found to be 3.59 × 1012 M−1 s−1, reflecting the static quenching mechanism. The respective values of binding constant (K′) and a number of binding sites (n) calculated from the linear fitting of the data in Fig. S6† (R2 = 0.9999) based on eqn S(5)† are calculated to be 2.81 × 105 M−1 and 0.97.
Fluorescence quenching of Trp residues by ANTA (a weak fluorescent molecule) through the FRET process has been shown in Fig. 12a. On the gradual treatment of ANTA, the fluorescence intensity for Trp residues of BSA is decreased with an increase in fluorescence intensity of ANTA, showing an isoemissive point at ∼462 nm (Fig. 12a).
An upward curvature noted in the S–V plot (Fig. 13a) indicates either a combined dynamic and static mechanism of quenching or static quenching with the sphere-of-action (Perrin) model. Based on a modified S–V equation (eqn (S6)†) applicable for concurrent static and dynamic quenching mechanism, the quenching data were plotted. Still, we failed to fit the data to the said equation. It led us to follow the sphere-of-action model as an alternate mechanism of the static part of quenching. The modified S–V equation for the sphere-of-action model is written as eqn S(7) in Note S4.†35 Further modification done has been shown through eqn S(8) to S(10) and has been discussed in Note S4.†40
Based on eqn S(10),† the values of KD and V have been calculated from the slope and intercept, respectively by linear fitting (R2 = 0.9988) of the data in the plot of (1 − (F/Fo))/[ANTA] versus F/Fo shown by Fig. 13b. The values of KD and V are found to be 1.79 × 104 M−1 and 1.27 × 10−17 liters, respectively. The radius of the sphere of action is calculated to be 144 nm. After calculating the approximate value of V with an assumption of the low value of the term, VNAV[ANTA]/1000 in eqn S(8),† the quenching data have been plotted based on the actual S–V equation for the sphere-of-action model (eqn S(7)†) and shown by Fig. 13c. The S–V dynamic quenching constant was calculated from the slope of the linear fitting (R2 = 0.9996) of the data in the plot of Fo/F(eVNAV[ANTA]/1000) versus [ANTA] based on eqn S(7).† The KD value is found to be 1.94 × 104 M−1, which is different from that calculated from the plot in Fig. 13b because of the assumption involved in the derivation of corresponding eqn S(10).† Assuming that the fraction of molecules presents within the sphere of action at the time of excitation is non-fluorescent and undergoing static fluorescence quenching, eqn S(3)† has been used to calculate the binding constant (K′) and the number of binding sites (n) upon linear fitting of the data in Fig. S7† (R2 = 0.9999). The values of K′ and n are found to be 3.95 × 104 M−1 and 1.31.
Next, ANTCN with conjugated dicyano substituents is also non-fluorescent. The fluorescence from Trp residues of BSA in the presence of different concentrations of ANTCN is shown in Fig. 14a. The radiative rate constant (kr) and oscillator strength (f) of the donor in the absence and presence of ANTCN and % quenching data given in Table 1 support the energy transfers as a cause for the quenching of Trp fluorescence. It has been discussed above that energy transfer is possible even if the acceptor is non-fluorescent. A linear S–V plot (R2 = 0.9995) for the Trp fluorescence quenching is obtained and displayed in Fig. 14b. The value of S–V quenching constant, KSV calculated from the slope of the plot is found to be 3.13 × 104 M−1, with a corresponding fluorescence quenching rate constant (kq) value as 3.13 × 1012 M−1 s−1. A kq value beyond the diffusion-controlled limit denotes the static quenching mechanism. The binding constant (K′) of ANTCN with BSA and the number of binding sites (n) have been calculated from the linear fitting (R2 = 0.9999) of the data in Fig. S8 based on eqn S(3)† and the values are found to be 3.15 × 104 M−1 and 1.10, respectively. Thus, the binding constant of ANTCN is very close to that of ANTA, as noticed in the case of C5-PTZ analogs.
With our interest in studying a new electron-rich donor–acceptor–donor (D–A–D) molecular system, ANTDCA molecule is considered here for the FRET with BSA. There is a considerable amount of FRET with an isoemissive point at ∼409 nm (Fig. 15a). The blue-shift in the emission spectrum of Trp residues of BSA is also observed as discussed above. A trend of decrease in the fluorescence intensity of Trp residues of BSA and an increase of the fluorescence intensity of the dye, ANTDCA, are represented by Fig. 15b.
Based on the quenching of the BSA–Trp fluorescence by ANTDCA, the S–V plot is identified with slight downward curvature (Fig. 16a). Therefore, quenching data have plotted based on modified S–V eqn S(1)† and are shown by Fig. 16b (R2 = 0.9997). The values of fractional accessibility (fa) and the S–V quenching constant (Ka) are calculated to be 0.25 and 5.85 × 105 M−1, respectively. So, 25% of Trp residues in BSA are only accessible to the quencher, ANTDCA. The quenching rate constant (kq) is found to be 5.85 × 1013 M−1 s−1, indicating a static quenching mechanism. The binding constant (K′) and a number of binding sites (n) are found to be 2.38 × 104 M−1 and 0.63, respectively [calculated from the linear fitting (Fig. S9,† R2 = 0.9998) of the data based on eqn S(3)].†
Fig. 16 (a) S–V plot for quenching of the Trp fluorescence in BSA by ANTDCA, and (b) modified S–V based on eqn S(3).† [BSA] = 5 μM, λex = 295 nm. |
The overlap between the corrected fluorescence spectrum of Trp residues of BSA as donor and absorption spectrum of C5-PTZA as acceptor has been shown as a representative one in Fig. 2. Similar overlapping has also been noted in cases of all other dyes for which overlap integral values have been calculated.
The calculated FRET parameters are given in a tabular form in Table 2. The Ro values measured are in the range of 24.2–29.4 Å, which corroborates well with the range (20–90 Å) for FRET to occur.3 Thus, the data reflect that dyes are binding close to the Trp residues of BSA. In addition, the band gaps for all dyes have been calculated based on the data obtained from CV experiments to compare the ET values of the dyes in phenothiazine and anthracenyl series (see Fig. S10† for details). To further support the band gaps data, the absorption peak maxima (λmaxabs) of all dyes have been determined. The band gaps and λmaxabs values along with λmaxfl values are also tabulated in Table 2.
Molecules | Overlap Intergral, (J(λ)) × 10−14 (M−1 cm−1 (nm)4) | ET | Ro (Å) | r (Å) | Band gap (eV) | λmaxabs (nm) (without BSA) | λmaxabs (nm) (with BSA) | λmaxfl (nm) (without BSA)b | λmaxfl (nm) (with BSA)c |
---|---|---|---|---|---|---|---|---|---|
a NF: non-fluorescent.b λex = respective absorption peak maximum.c λex = 295 nm. | |||||||||
PTZ | 3.89 | 0.26 | 25.1 | 29.8 | 5.34 | 312 | 326 | N.F.a | N.F. |
C5-PTZ | 2.88 | 0.20 | 23.9 | 30.2 | 5.44 | 310 | 325 | N.F. | N.F. |
C5-PTZA | 9.98 | 0.35 | 29.4 | 32.6 | 4.54 | 373 | 398 | 503 | 533 |
C5-PTZCN | 7.41 | 0.45 | 27.9 | 28.8 | 4.37 | 377 | 397 | 497 | 531 |
C5-PTZDCA | 4.52 | 0.12 | 25.7 | 35.6 | 4.95 | 358 | 374 | 472 | 543 |
ANTA | 3.17 | 0.10 | 24.3 | 35.2 | 4.72 | 371 | 404 | 518 | 512 |
ANTCN | 4.22 | 0.11 | 25.4 | 36.4 | 4.67 | 383 | 391 | N.F. | N.F. |
ANTDCA | 3.13 | 0.19 | 24.2 | 30.9 | 4.50 | 387 | 390 | 495 | 437 |
In order to have an overall discussion on the quenching mechanism, energy transfer processes with different dyes as an acceptor, and binding affinities of dyes with the BSA, the quenching data are compiled in Table 3. Few FRET parameters and band gap data tabulated in Table 2 have been used. It can be seen that the quenching mechanism is apparently static. In phenothiazine series, combined static and dynamic quenching has been noted only in the case of C5-PTZA. Surprisingly, a combined quenching mechanism has been shown only by ANTA among all dyes in anthracenyl series following a sphere of action model of the static part of quenching in this case. Thus, –CHO functionality has some connection with the combined quenching mechanism, possibly because of the interaction between the –CHO group and some active functional group of amino acids of BSA, such as the –NH functionality of Trp residues. The binding affinities of dyes in phenothiazine series are stronger than the corresponding dyes in anthracenyl series could be due to the presence of pentyl tail as well as hetero atoms inducing a greater extent of hydrophobic as well as hydrogen bonding and coulombic attractive interactions in the former than that in the latter. A higher binding constant value of C5-PTZ as compared to PTZ is due to the presence of a pentyl tail that enhances the hydrophobicity in the former. Among all dyes, including phenothiazine and anthracenyl series, the energy transfer efficiency, ET is found to be maximum in the case of C5-PTZCN (ET = 0.45), proving itself as the most efficient FRET acceptor with a distance of 28.8 Å from the donor, which is minimum among all other donor–acceptor distances. The next dye which shows ET closest to C5-PTZCN is C5-PTZA, with an ET of 0.35. The binding constants for C5-PTZCN and C5-PTZA with BSA are found to be very much comparable with the value of 1.21 × 105 and 1.30 × 105 M−1, respectively. Different substituents present in these two dyes must be responsible for the difference in ET. The presence of more potent electron-withdrawing functionalities (two –CN groups) for C5-PTZCN facilitates the compound to be a more efficient acceptor in comparison to C5-PTZA that carries one electron-withdrawing –CHO group. The presence of an electron-withdrawing cyano-ester group in a molecule makes it an efficient acceptor, which has been reported by Vijayakumar et al.41 In phenothiazine series, the lowest ET is observed for C5-PTZDCA (ET = 0.12) though it has got the highest binding constant with BSA (K′ = 2.81 × 105 M−1). A high value of the binding constant of this dye and high accessibility (85%) of Trp residues to this dye imply that the dye binds to the interior of the protein, perhaps with a drive of additional hydrophobic interaction due to the presence of a benzene ring and hydrogen bonding and coulombic interactions with the BSA as a result of the presence of different functional groups such as –NH2 and –CN. However, the lowest ET for this dye can be attributed to the attachment of electron-donating groups such as amine and methyl that can significantly enrich the electron density to the molecule and hamper the accepting ability of cyanobenzene.42 Also, the reason due to the presence of acceptor moiety, cyano benzene at a distant position as compared to other dyes cannot be ruled out. This is further supported by the longest r (=35.6 Å, Table 2) in this case. It indicates that the phenothiazine ring with pentyl tail is aligned towards the protein's hydrophobic interior, and the substituted benzene ring is protruded towards the outer hydrophilic site. Moreover, the molecular structure depicts that the dicyanoaniline part is tilted with ∼38° torsion angle with folded (∼41° folded middle ring) phenothiazine core (Fig. 1). On the other hand, C5-PTZCN without any such DCA ring present in the structure shows maximum ET, and almost the same accessibility (87%) as that is found for C5-PTZDCA that offers the shortest average distance (28.8 Å) from the Trp residues of BSA. The lack of electron-withdrawing substituents for PTZ and C5-PTZ compounds can attribute to lower ET as compared to C5-PTZA and C5-PTZCN. Quenching data also dictate that the binding constants for PTZ and C5-PTZ are comparatively lower than the other three dyes in this series. So, the functional groups present in the other three dyes feasibly undergo some kind of binding interactions with the protein. To check whether the ET has any relation with the band gap of a dye, the band gap values of all dyes have been calculated (Table 2) from CV measurements (Fig. S10† displays CV diagrams for pure dyes). The increasing ET order for the dyes of phenothiazine series (Table 2) is found with the following trend: C5-PTZDCA < C5-PTZ < PTZ < C5-PTZA < C5-PTZCN. However, the decreasing order of band gap is as follows (Table 2): C5-PTZ > PTZ > C5-PTZDCA > C5-PTZA > C5-PTZCN. With decreasing band gap, we also noticed the expected trend [C5-PTZ < PTZ < C5-PTZDCA < C5-PTZA < C5-PTZCN] in the increase of λmaxabs of pure dyes. The increase in ET with decreasing the band gap except for C5-PTZDCA can be described with the molecular structural factor, dominating over the electronic factor.
Molecules | Nature of S–V plot | Mechanism of quenching | S–V dynamic quenching constant, KD (M−1) | S–V static quenching constant, KS (M−1) | Bimolecular quenching rate constant (kq) (M−1 s−1) | Fractional accessibility of quencher (f) | Binding constant, K′ (M−1) | No. of binding sites (n) |
---|---|---|---|---|---|---|---|---|
PTZ | Downward curvature | Static | — | 1.92 × 105 | 1.92 × 1013 | 0.43 | 6.19 × 103 | 0.35 |
C5-PTZ | Linear | Static | — | 3.35 × 104 | 3.35 × 1012 | 1.00 | 2.46 × 104 | 0.73 |
C5-PTZA | Upward curvature | Both static and dynamic | 5.96 × 104 | 4.02 × 104 | — | — | 1.30 × 105 | 1.06 |
C5-PTZCN | Downward curvature | Static | — | 2.06 × 105 | 2.06 × 1013 | 0.87 | 1.21 × 105 | 0.63 |
C5-PTZDCA | Downward curvature | Static | — | 3.59 × 104 | 3.59 × 1012 | 0.85 | 2.81 × 105 | 0.97 |
ANTA | Upward curvature | Sphere of action model | 1.94 × 104 | — | — | — | 3.95 × 104 | 1.31 |
ANTCN | Linear | Static | — | 3.13 × 104 | 3.13 × 1012 | 1.00 | 3.15 × 104 | 1.10 |
ANTDCA | Downward curvature | Static | — | 5.85 × 105 | 5.85 × 1013 | 0.25 | 2.38 × 104 | 0.63 |
As far as anthracenyl series are concerned, their binding affinities with BSA are lower than that for dyes in phenothiazine series as described above. Due to the absence of pentyl tail in anthracenyl series of dyes, they probably bind to the comparatively less hydrophobic/interior sites of the protein. That is why the average distances between the donor and each of dyes, ANTA (35.2 Å) and ANTCN (36.4 Å) are longer than the corresponding above-mentioned analogs, C5-PTZA (32.6 Å) and C5-PTZCN (28.8 Å), with eventually smaller ET values (Table 2). While the respective ET for C5-PTZA and C5-PTZCN are 0.35 and 0.45, the ET for ANTA and ANTCN are only 0.10 and 0.11, respectively. Now, if we compare between the other two new dyes, C5-PTZDCA and ANTDCA, the fact that the binding constant of ANTDCA is almost one-tenth of that of C5-PTZDCA, the former one binds at the comparatively less hydrophobic region, and as a result, its fractional accessibility to the Trp residues is lesser than that of the latter one. However, interestingly the ET of ANTDCA is higher than that of C5-PTZDCA, and it can be deciphered by the difference in electronic and structural factors between these two systems. Anthracene is a flat polyaromatic hydrocarbon without any heteroatoms, whereas phenothiazine is a middle ring folded electron-rich core with two specific electron donor atoms such as nitrogen and sulfur. In our recent research, phenothiazine appears to be more electron-rich compared to anthracene.43 From the molecular structure (Fig. 1), the torsion angle between ANT ring and DCA ring is measured to be ∼79°, whereas the torsion angle between the C5-PTZ ring and DCA ring is only ∼38°. Thus, a greater extent of charge transfer in ANTDCA might be favorable for it to be a better acceptor than C5-PTZDCA resulting in a higher ET in FRET.44 Moreover, as the DCA is attached to the C5 carbon of ANTDCA rather than the C2 carbon of C5-PTZDCA, the former one remains closer to the donor in BSA (r = 30.9) as compared to the latter (r = 35.6). The increasing order of ET of dyes in anthracenyl series is found to be as follows: ANTA < ANTCN < ANTDCA (Table 2), which is correlated agreeably with the decreasing order of band gaps (Table 2) i.e. ANTA > ANTCN > ANTDCA while the increasing order of λmaxabs of pure dyes is established as (Table 2): ANTA < ANTCN < ANTDCA. In contrast to C5-PTZDCA, ANTDCA shows the anticipated energy transfer efficiency from the order of band gap values in anthracenyl series. It depicts that the electronic factor for ANTDCA plays an important role.
From the results of fractional accessibilities to the four dyes, PTZ, C5-PTZCN, C5-PTZDCA, and ANTDCA, it can be seen that the % accessibilities are high and almost same for C5-PTZCN and C5-PTZDCA, 87% and 85%, respectively. Thus these two dyes bind to a site from where both the Trp residues are quite accessible. The binding sites must be in the hydrophobic region; otherwise, Trp-213 would not be accessible. For the other two dyes, PTZ and ANTDCA fractional accessibilities are only 43% and 25%, respectively. Therefore, they bind to hydrophilic sites. Thus, hydrophobic substitution on dyes makes them more accessible to the Trp residues present in a hydrophobic pocket. Earlier, Karukstis et al.44 also noted the higher fraction of accessibility of Chlorophyll fluorescence by hydrophobic substitution of naphthoquinones. Linear S–V plot obtained in each case of C5-PTZ and ANTCN is indicative of their binding sites in the protein from where both the Trp residues are equally accessible.
It is to be noted that the fluorescence quenching of BSA as described above is a result of energy transfer from the donor to the acceptor as supported by the data in Table 1 and accordingly the FRET parameters have been estimated. However, as a strategy, the variable mechanisms of quenching in presence of different dyes as quenchers as noted after a detailed analysis of the quenching data have been described.
Footnotes |
† Electronic supplementary information (ESI) available. CCDC 2041739 and 2041742. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/d0ra09580j |
‡ Shouvik Bhuin and Sayantan Haldar have Contributed equally. |
This journal is © The Royal Society of Chemistry 2021 |