M. D.
Horbury
a,
W.-D.
Quan
a,
A. L.
Flourat
bc,
F.
Allais
bd and
V. G.
Stavros
*a
aDepartment of Chemistry, University of Warwick, Gibbet Hill, Coventry, CV4 7AL, UK. E-mail: v.stavros@warwick.ac.uk
bChaire ABI–AgroParisTech, CEBB, 3 rue des Rouges Terres, 51110 Pomacle, France
cUMR Institut Jean-Pierre Bourgin, INRA, AgroParisTech, CNRS, Université Paris-Saclay, RD10, 78026 Versailles Cedex, France
dUMR GMPA, INRA, AgroParisTech, CNRS, Université Paris-Saclay, Avenue Lucien Brétignières, 78850 Thiverval-Grignon, France
First published on 10th July 2017
We explore the effects of solvent viscosity on the trans–cis photoisomerization of sinapoyl malate, which is utilized as a sunscreen molecule in plants. Our results demonstrate that viscosity has a significant effect on the timescale for isomerization, providing insight into the nuclear motions involved. The ramifications of these findings are discussed with reference to sinapoyl malate's in vivo photoprotection properties.
SM displays broad absorption in the UVA range (400–315 nm) and the UVB range (315–280 nm; see Fig. 1), which is ideal for a UV photoprotective molecule. Indeed, studies on the plant Arabidopsis thaliana have shown that when the phenylpropanoid pathway, which SM is part of, is disrupted the plant becomes hypersensitive to UVR.4 Additionally, it demonstrates a strong antioxidant potential,5 suggesting a dual-action role in its protection against UVR-induced damage. Recent time-resolved solution-phase studies have unraveled the photodynamics that SM undergoes. The mechanism was shown to be an ultrafast (<35 ps) relaxation, via a trans–cis photoisomerization pathway, thereby facilitating photoprotection.6,7 While these measurements explored the effects of solvent polarity and hydrogen bonding on photoisomerization, it is a simplified model of the in vivo environment. Another solvent property that could potentially influence the isomerization is viscosity. Whether this has an impact on SM's short-term dynamics that translates to its long term photostability is yet to be explored. Therefore, by employing femtosecond transient electronic (UV/visible) absorption spectroscopy (TEAS), the present work explores the effects of solvent viscosity upon the trans–cis photoisomerization of SM after excitation to the first, optically bright, 11ππ* excited state.
Steady-state difference absorption spectra, ‘ΔUV/vis spectra’ were collected to assess the long term photostability of SM. The ΔUV/vis spectrum for SM in ethanol was acquired by irradiating the solution using an arc lamp (Fluorolog 3, Horiba) for 10 min at 332 nm with a 5 nm bandwidth. The ‘before’ and ‘after’ UV-vis spectra were measured using a UV/vis spectrometer (Lambda 850, PerkinElmer). For SM in ethylene glycol and glycerol, a tuneable KiloArc arc lamp (OBB) provided the radiation sources for 10 minutes at 335 nm and 331 nm, respectively. The ‘before’ and ‘after’ UV-vis spectra were measured using a UV/vis spectrometer (Cary 300, Agilent Technologies). To generate the ΔUV/vis spectrum, the ‘before’ spectrum was subtracted from the ‘after’ spectrum and then normalized.
1H NMR (400 MHz, ethanol-d6) spectra were taken pre- and post-irradiation of SM to determine the resulting photoproducts. The SM in ethanol-d6 was irradiated at 332 nm via the continuous wave arc lamp of a Horiba Fluorolog 3, for 3 hours. 1H NMR spectra for SM in ethylene glycol and glycerol were not performed due to budgetary constraints (pertaining to deuterated ethylene glycol and glycerol).
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Fig. 3 (a) TAS of SM in ethanol at Δt = 2 ns. Complementary ΔUV/vis spectrum (see experimental for details) overlaid (black trace). The photoexcitation wavelength is 332 nm. (b) 1H NMR spectra for pre (blue line) and post (red line) irradiation of SM in ethanol-d6 by 332 nm radiation overlaid. The spectral region for hydrogen atoms 2t/c, 3t/c and 4t/c are shown and their respective peaks are labelled for both the cis (c)- and trans (t)-isomers. The peak values are: 3t = 3061 and 3044 Hz (3JH–H = 17), 3c = 2753 and 2741 Hz (3JH–H = 12), 4t = 2569 and 2553 Hz (3JH–H = 16), and 4c = 2333 and 2320 Hz (3JH–H = 13). Full 1H NMR assignment is shown in Fig. S5 and S6 of the ESI.† We note the small contamination of the cis isomer in the pre-irradiated 1H NMR is due to exposure to natural light during solution preparation. |
To recover the dynamical information from the TAS, a sequential global fitting algorithm was employed using the software package Glotaran.14 To fully model the TAS, four time-constants were required, the fit was also convoluted with an instrument response function, 80 fs for ethanol and ethylene glycol, and 100 fs for glycerol. We note that while four time-constants are used, only the first three are ‘dynamical’, the final time-constant τ4 is significantly longer than our maximum available Δt and models the apparent long-lived photoproduct (vide infra). The resulting time-constants (τ1−τ4) are shown in Table 1 and the corresponding evolution associated difference spectra (EADS) for SM in ethanol, ethylene glycol and glycerol are shown in Fig. 4. The residuals for the fits are shown in Fig. S3 (see the ESI†).
SM | τ 1/fs | τ 2/ps | τ 3/ps | τ 4/ns |
---|---|---|---|---|
Ethanol | 180 ± 40 | 3.0 ± 0.1 | 47 ± 1 | ≫2 ns |
Ethylene glycol | 110 ± 40 | 3.9 ± 0.1 | 188 ± 4 | ≫2 ns |
Glycerol | 140 ± 50 | 5.2 ± 0.3 | 560 ± 40 | ≫2 ns |
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Fig. 4 Resulting EADS from the sequential global fit of SM in (a) ethanol, (b) ethylene glycol and (c) glycerol. |
We shall now consider the effects of solvent viscosity on the time-constants τ1, τ2 and τ3. First, we will focus on τ3 which demonstrates the strongest dependence on solvent viscosity, shown in Fig. 5 and return to discuss τ1 and τ2 which display a much weaker (or no) dependency. The viscosity dependence is calculated in the same manner as in Espagne et al., using the equation k = C·η−α, where k is the rate constant (kn = 1/τn), C is proportional to the activation barrier and α indicates the level of solvent damping.20 Since the photoisomerization pathway has been shown to be barrierless7 the impact of C is minimal. To recover α, a plot of ln(k) vs. ln(η) was produced, the slopes of the fits of this plot give −α. The values of α for each time-constant are: k1 = −0.03 ± 0.06, k2 = 0.077 ± 0.006 and k3 = 0.34 ± 0.06.
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Fig. 5 Plot of the viscosity dependence for each of the rate-constant, with their corresponding linear fits: k1 (purple), k2 (green) and k3 (orange). |
In accordance with previous studies, the time-constant τ3 is associated with population flowing along the trans–cis photoisomerization coordinate and then through a 11ππ*/S0 conical intersection (CI).6,7 The viscosity dependence on photoisomerization has been explored previously on related neutral p-hydroxycinnamates, however in this case, the solvent viscosity had little impact on the photoisomerization time-constant.20 We note here that SM is also very likely in its protonated form, therefore neutral, dictated by the differences in the pKa values of SM (based on the pKa of malic acid)21 and the solvents (based on protonated alcohols).21 Furthermore, additional TEAS measurements were performed on methyl sinapate (MS), where the carboxylic acid group is replaced by the ester functionality (see the ESI,† Fig. S7–S10 and Table S1). These measurements demonstrated the same viscosity dependence as SM. The absence of viscosity dependence in these related neutral p-hydroxycinnamates was in contrast to the theory of nonactivated processes in solution proposed by Bagchi et al.,22 as photoisomerization possesses no barrier.20 To reconcile this, it was proposed that trans–cis photoisomerization was occurring via an in-plane twisting motion, rather than the out-of-plane rotation about the carbons associated with hydrogens 3 and 4 (see Fig. 3); a recent study has confirmed that photoisomerization occurs via this in-plane twisting motion.18 This in-plane twisting motion results in a smaller amplitude in nuclear motion, thereby, reducing the impact of viscosity on the isomerization. Recent solution-phase ab initio calculations have also implicated that the trans–cis photoisomerization coordinate for SM is barrierless.7 Therefore, if photoisomerization occurs via the in-plane twisting motion akin to other neutral p-hydroxycinnamates, we would expect, at best, a modest viscosity dependence. However, SM displays a significant increase in the excited state lifetime as the solvent viscosity increases, thus, suggesting that photoisomerization involves out-of-plane rotation about the CC bond. Such a large amplitude motion would be expected to experience significant friction. We note the change in nuclear motions during trans–cis photoisomerization in SM (and MS) compared to other neutral p-hydroxycinnamates, which implies that increased functionalization of hydroxycinnamate perturbs the 11ππ* excited state surface. Indeed, since the viscosity dependence of both SM and MS is similar, this suggests that the ester group is not responsible for the change in nuclear motion, rather, the addition of methoxy groups to the phenol ring is the root cause of this change.
Whereas τ3 possesses a strong viscosity dependence, τ1 shows a minor negative dependence with τ2 showing a mildly positive dependence. Focusing initially on τ1, in accordance with previous studies, this time-constant has been attributed to the evolution of the excited state population away from the initial Franck–Condon region, along with any solvent rearrangement.6,7 It would be expected that if solvent rearrangement was partially attributed to the value of this time-constant, we would anticipate an increase in τ1 with increasing viscosity. However, we note that for all solvents studied herein, this time-constant is close in value to our instrument response (∼80 fs), therefore, any changes may be too small for us to observe, especially if solvent rearrangement is a minor contributor to τ1.
We now focus on τ2, where the dynamics responsible for this time-constant is still under debate. Several potential candidate processes have been proposed.6 One of these is internal conversion of the 11ππ* state to the 21ππ* state via a 11ππ*/21ππ* CI.6 However, recent solution-phase calculations suggest that only the 11ππ* state is involved.7 As such, τ2 could be assigned to vibrational cooling of SM in the 11ππ* state. Furthermore, the main differences between the EADS (τ2) and EADS (τ3) are the narrowing and blue-shifting of the ESA band, encouraging the latter. Previous investigations on how vibrational cooling within an excited electronic state is impacted by viscosity have shown the extracted lifetimes to both increase23 or be unaffected.24 In the case of SM, a weak viscosity dependence is seen in the extracted time-constant, indicating that solvent viscosity has a minimal impact on vibrational cooling. It is entirely possible that several other environmental influences could be responsible for the observed changes (or lack of) in τ2. However, large amplitude nuclear motions are unlikely based on the solvent viscosity dependence on τ2 (and τ1).
The implications of this large amplitude motion during trans–cis photoisomerization in SM suggest that its effectiveness for photoprotection is dependent on the viscosity of the surrounding environment. While information pertaining to the make-up of the cellular environment to which SM is present is sparse, this present study suggests that a frictionless environment would curb dangerous side reactions, which could otherwise lead to photodamage to the plant.
Finally, while this study has been focused on the effects of solvent viscosity on trans–cis photoisomerization and its potential impact on SM's photoprotective capabilities, it has highlighted that increased functionalization of the phenol ring can lead to significant changes in trans–cis photoisomerization. Therefore, this emphasizes the importance of both the environment to which hydroxycinnamates reside and the functionalization of the phenol ring.
Footnote |
† Electronic supplementary information (ESI) available: Steady-state UV/visible absorption spectra (SM), sequential fitting residuals (SM), power dependence measurements (SM), 1H NMR spectra (SM), viscosity dependence calculations (MS), transient electronic absorption spectroscopy measurements (MS), evolution associated difference spectra (MS) and sequential fitting residuals (MS). See DOI: 10.1039/c7cp04070a |
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