Red fluorescent proteins (RFPs) are indispensable tools for deep-tissue imaging, fluorescence resonance energy transfer applications, and super-resolution microscopy. Using time-resolved optical spectroscopy this study investigated photoinduced dynamics of three RFPs, KillerRed, mRFP, and DsRed. In all three RFPs, a new transient absorption intermediate was observed, which decays on a microsecond-millisecond time scale. This intermediate is characterized by red-shifted absorption at 1.68-1.72 eV (λmax = 720-740 nm). On the basis of electronic structure calculations, experimental evidence, and published literature, the chemical nature of the intermediate is assigned to an unusual open-shell dianionic chromophore (dianion-radical) formed via photoreduction. A doubly charged state that is not stable in the isolated (gas phase) chromophore is stabilized by the electrostatic field of the protein. Mechanistic implications for photobleaching, blinking, and phototoxicity are discussed.
Red fluorescent proteins (RFPs) are indispensable tools for deep-tissue imaging, fluorescence resonance energy transfer applications, and super-resolution microscopy. Using time-resolved optical spectroscopy this study investigated photoinduced dynamics of three RFPs, KillerRed, mRFP, and DsRed. In all three RFPs, a new transient absorption intermediate was observed, which decays on a microsecond-millisecond time scale. This intermediate is characterized by red-shifted absorption at 1.68-1.72 eV (λmax = 720-740 nm). On the basis of electronic structure calculations, experimental evidence, and published literature, the chemical nature of the intermediate is assigned to an unusual open-shell dianionic chromophore (dianion-radical) formed via photoreduction. A doubly charged state that is not stable in the isolated (gas phase) chromophore is stabilized by the electrostatic field of the protein. Mechanistic implications for photobleaching, blinking, and phototoxicity are discussed.
The
discovery of the green fluorescent protein (GFP) and its ensuing
applications as a genetically encoded fluorescent label have significantly
advanced our understanding of the complex biochemical processes in
living systems.[1] Mutations of wtGFP and
similar fluorescent and chromoproteins gave rise to a palette of biomarkers
covering the entire visible range from blue to far-red.[2,3] Red fluorescent proteins (RFPs) are particularly important for in
vivo imaging as they enable better penetration depth and signal separation
from cellular autofluorescence.[4] FPs enable
studies of protein–protein interactions, gene expression, protein
localization, and intracellular protein targeting.[5,6] The
unique properties of FPs have also been exploited for development
of pH,[7] metal,[8,9] redox[10,11] and hydrogen peroxide sensors,[12] and
phototoxic agents.[13,14] However, FPs as fluorescent markers
suffer from irreversible (photobleaching) and reversible (blinking
or flickering) loss of fluorescence[15,16] that limits
their applications. Despite being crucial for engineering of better
fluorescent labels, the mechanistic understanding of these processes
in FPs is quite rudimentary, in stark contrast to similar phenomena
in synthetic dyes.[17]Several photobleaching
and blinking pathways have been determined
using a combination of theoretical and experimental approaches. Photoinduced
rapture of the π-conjugated system in IrisFP resulting in a
(dark) chromophore with sp3-hybridized
Cα was shown to be responsible for blinking.[18,19] Similar chromophore structures with partially destroyed π-conjugation
have been suggested to explain the X-ray structure of a bleached state
of KillerRed.[20,21] Among other suggested blinking/flickering
pathways are transitions to triplet states, reversible conformational
changes, and changes of the chromophore H-bonding network and its
protonation state.[17]Although photobleaching
of organic dyes is often initiated by electron
attachment to (or detachment from) electronically excited chromophores,[17] it is unclear whether such photoreduction and
photo-oxidation processes play a role in FPs. There is only limited
evidence of radical involvement in the photobleaching of FPs. It was
suggested that formation of radical species precedes photobleaching
of IrisFP upon X-ray irradiation.[21] Photoinduced
electron transfer in FPs leads to the so-called oxidative redding,
the photoconversion resulting in the green-to-red shift of the fluorescence.[22] However, the mechanism of oxidative redding
and even the chemical identity of the red form are still unknown.[23,24] Apart from their relevance to photostability, formation of long-living
radical species may have implications for the phototoxicity of FPs.
Indeed, an EPR spectrum was reported for the KillerRed protein, the
most phototoxic FP, although the structure of the long-lived radical
is not known.[25] KillerRed is strongly phototoxic
when irradiated with light of 540–580 nm (2.30–2.14
eV) in the presence of oxygen; the phototoxicity was attributed to
the formation of reactive oxygen species (ROS).[14,25,26]Figure 1 illustrates
major pathways of ROS
formation including superoxide radical and singlet oxygen. The key
point is that electronic excitation increases both reducing and oxidizing
abilities of the chromophore, because 1Chro∗– and 3Chro– can accept an extra electron
into the highest occupied molecular orbital (HOMO) or donate an electron
from the lowest unoccupied molecular orbital (LUMO), in contrast to
the ground-state chromophore (1Chro–)
that accepts an electron into the LUMO and donates one from the HOMO.
The photo-oxidation/photoreduction leads to a formation of doublet
radicals, 2Chro and 2Chro2–, respectively. The latter can then donate an electron to a nearby
oxygen molecule forming 2O2–. Superoxide can also be formed by direct
oxidation of 1Chro∗– by oxygen.
Singlet oxygen can be produced via photosensitization by 3Chro–. Contrary to superoxide formation, 1O2 production must proceed through the triplet state of
the chromophore, thus requiring an intersystem crossing step.
Figure 1
(A) RFP chromophore
in the anionic form. The chromophore in KillerRed
is linked to the protein via Glu68 (R1) and Ile64 (R3), and R2 is
a side chain of Gln forming the chromophore. (B) Photoinduced processes
that can lead to the formation of reactive oxygen species (ROS), 1O2 (singlet oxygen), and O2•– (superoxide).
Relevant chromophore states are the ground and excited singlet states
(1Chro– and 1Chro∗–), a triplet state (3Chro–), and electron-attached
and electron-detached doublet states (2Chro2– and 2Chro). (C) Electronic configurations of the ground-state
singlet, lowest excited singlet and triplet states, and two doublet
radicals derived by electron attachment and detachment from 1Chro–. Solid arrows denote pathways supported by
the previous and present studies, whereas dotted lines represent merely
speculative (at this moment) pathways of ROS formation.
(A) RFP chromophore
in the anionic form. The chromophore in KillerRed
is linked to the protein via Glu68 (R1) and Ile64 (R3), and R2 is
a side chain of Gln forming the chromophore. (B) Photoinduced processes
that can lead to the formation of reactive oxygen species (ROS), 1O2 (singlet oxygen), and O2•– (superoxide).
Relevant chromophore states are the ground and excited singlet states
(1Chro– and 1Chro∗–), a triplet state (3Chro–), and electron-attached
and electron-detached doublet states (2Chro2– and 2Chro). (C) Electronic configurations of the ground-state
singlet, lowest excited singlet and triplet states, and two doublet
radicals derived by electron attachment and detachment from 1Chro–. Solid arrows denote pathways supported by
the previous and present studies, whereas dotted lines represent merely
speculative (at this moment) pathways of ROS formation.The lack of singlet oxygen emission[25] suggests that KillerRed is a radical-based type
I photosensitizer,
although superoxide’s relatively low toxicity is difficult
to reconcile with the very strong phototoxicity of KillerRed.Photoreduction/photo-oxidation of the chromophore does not necessarily
involve external redox agents; that is, nearby amino acids may also
serve as electron donors/acceptors. For example, photoinduced electron
transfer from neighboring Glu to the chromophore is believed to be
an initial step in the photoinduced decarboxylation of GFP[27−30] and DsRed.[31]In sum, the bulk of
knowledge of synthetic dyes properties, along
with emerging data on FPs, suggests that understanding the dynamics
of photoinduced electron transfer events in RFPs as well as lifetimes
and chemical identity of the species involved in these processes is
of central importance for understanding the photobleaching and phototoxicity
of FPs.Aiming to elucidate photoinduced transformations of
FPs, we performed
a time-resolved spectroscopic study of RFP dynamics in the micro-
to millisecond range bridging the gap between two commonly studied
regimes, femto- to microseconds and seconds to minutes. This time
scale is typical for processes involving triplet states and radical
species in related systems.[15−17] Here, we report the first broadband
transient absorption (TA) in the microsecond to second time domain
of three RFPs, DsRed, mRFP, and KillerRed. All three share an identical
anionic chromophore (Figure 1A) and have similar
steady-state absorption/emission properties; however, variations in
the local environment and the barrel’s structure lead to different
photostability, brightness, and phototoxicity. DsRed is a tetrameric
RFP from which many other FPs, including mRFP, have been derived.
Despite the common chromophore structure, these proteins differ dramatically
in their phototoxicity in the order DsRed < mRFP < KillerRed.[12,14] This difference is attributed to the chromophore accessibility.[20] Interestingly, DsRed shows better photostability
than, for example, monomeric RFPs from the mFruit series, which is
attributed to the structural weakness of their β-barrels facilitating
the diffusion of small species in and out of the protein interior.[32,33] To understand their photocycle, we undertook a comparative study
of the photoinduced dynamics of these RFPs. Electronic structure calculations
facilitate structural assignment of the observed spectral features.The structure of the paper is as follows. Section II describes experimental and computational details (additional
information is provided in the Supporting Information (SI)). The results are discussed in section III. Our concluding remarks are given in section IV.
Experimental Setup and Computational Details
Experimental Methods
Time-resolved
emission and absorption spectra were acquired using the instruments
described below. Fluorescence lifetimes were measured using an Edinburgh
Instruments time-correlated single photon counting (TCSPC) system.
In these measurements, picosecond diode laser (Picoquant) and subnanosecond
LED excitation pulses (Edinburgh Instruments) emitting at 467 and
590 nm, respectively, were used as excitation light sources. The detection
system consisted of a high-speed MicroChannel Plate PhotoMultiplier
Tube (MCP-PMT, Hamamatsu R3809U-50) and TCSPC electronics. The time
resolution of the system was 30 ps after deconvolution with an IRF
signal.Subpicosecond excited-state absorption spectra of RFPs
were measured using a commercially available pump–probe spectroscopic
system (Helios, Ultrafast systems) pumped by the femtosecond laser
system consisting of a Ti:sapphire regenerative amplifier (Solstice,
Spectra-Physics, 800 nm, 1 kHz) and an optical parametric amplifier
(OPA, TOPAS-C, Spectra-Physics, 290–2800 nm, ∼100 fs
fwhm). Other experimental conditions were the same as in earlier studies.[34]Transient absorption spectroscopy measurements
in the microsecond-to-second
time domain were performed using a custom-built kinetic setup based
on ANDOR and Basler Vision microarray imaging cameras, allowing the
broadband TA measurements with 1 μs time resolution after a
single pulse excitation. This setup, previously used to study multiheme
O2-reducing electron-transfer enzymes,[35−37] is located
at the University of Helsinki (Helsinki, Finland), where measurements
were performed.Additional details of the experimental setup
are presented in the SI.
Computational Details
We employed computational
protocols developed and validated in our earlier studies of FPs.[24,33,38,39] Unit A from the 3GB3 (PDB:ID) X-ray structure[20] was used as a model of the KillerRed protein. The protonation
states of the protein residues were assigned using PROPKA.[40] The only amino acids found in the nonstandard
protonation states are GLU68 and GLU218; they were protonated in our
model. The protonation states of the amino acids were consistent with
the hydrogen-bonding pattern in the X-ray structure (see the SI for detailed discussion). The protein was
placed in the 100 × 100 × 100 Å water box. Eight Cl– and 15 Na+ counterions were added to neutralize
the protein’s surface charges. Molecular dynamics (MD) simulations
were performed to sample the ground-state structure of the protein.
All MD simulations were done using the GROMACS 4.6 package.[41] The system was first equilibrated during consecutive
NVT (T = 300 K) and NPT (P = 1 atm, T = 300 K) 100 ps simulations. Modified Berendsen thermostat[42] and Parinello–Rahman barostat[43] were employed. Equilibration stage was followed
by a 1 ns production run. Periodic boundary conditions were used in
all simulations. All atoms were allowed to move during the MD simulation.A CHARMM27 force field was used for all standard protein residues.
Water was described using the TIP3P model. The chromophore parameters
were generated as follows. The equilibrium parameters (bond lengths
and angles) were taken from the optimized ωB97X-D/6-31+G(d,p)
(see ref (44)) KillerRed
chromophore structure. NBO[45] partial charges
computed with ωB97X-D/6-31+G(d,p) were used. Force constants
were taken from ref (46) and from the CHARMM27 parameters for the chemically similar moieties.
The list of all force field parameters for the KillerRed chromophore
is given in the SI.All excitation/attachment/detachment
energies were computed using
the geometries taken from the MD snapshots for KillerRed with the
chromophore in the closed-shell anionic form. An electrostatic embedding
scheme was used. The QM part included the chromophore, as shown in
Figure S10 in the SI. The rest of the system
was represented by the MM force field point charges. In our previous
studies of GFP and mStrawberry, we found that the effects of extending
the QM part by including nearby residues are insignificant.[24,33] In the present study, we revisited this question and investigated
the effect of including Arg94 in the QM part. As discussed in the SI, the shifts in excitation energies caused
by including the Arg94 side chain into the QM part were negligible
(SI Table S1). The MM charges for the atoms
at the QM–MM border were set to zero and only 1–4 interactions
were considered. The resulting nonzero total charge on a truncated
residue was redistributed equally between the rest of the residue’s
atoms.SOS-CIS(D)[47] and TDDFT(B5050LYP)
were
used in the QM calculations for the anion and dianion excitation energies,
respectively. SOS-CIS(D) was demonstrated to provide accurate results
for the excitation energies of the GFP chromophore and its analogues.[24,33,48,49] However, the benchmark calculations for the dianion radical showed
that SOS-CIS(D) based on the UHF reference suffers from spin contamination
(⟨S2⟩ ∼ 1.5), whereas
ROHF calculations exhibit problematic convergence behavior. We found
that for this open-shell dianionic system, the TDDFT description is
more reliable (⟨S2⟩ ∼
0.8–0.9); thus, this method was used for excitation energy
calculation. Electron attachment and detachment energies were computed
with ωB97X-D (see ref (44)) within the same QM/MM scheme. ωB97X-D was previously
shown to provide reliable estimates of ionization energies of organic
molecules, for example, DNA bases.[50] B5050LYP
functional was employed for excitation energy calculations. We note
that the computed excitation energies are almost identical for TDDFT(ωB97X-D),
TDDFT(B5050LYP), and SOS-CIS(D) with a ROHF-like reference (Table 1). The quantitative agreement between the three
different approaches validates the applicability of the chosen TDDFT
scheme for calculation of excitation energies of the open-shell dianion.
The 6-31G(d,p) basis was used for more expensive excitation energies
calculations (50 calculations for the MD trajectory). The cc-pVDZ
basis was employed for attachment/detachment energy calculations.
In addition, extrapolation to aug-cc-pVTZ was performed using the
following protocol. In calculations of fluctuation of the excitation
and electron attachment/detachment energies along the MD trajectory,
the calculations were performed for the MD trajectory snapshots extracted
each 20 ps using the 6-31G(d,p) and cc-pVDZ bases for excitation and
attachment/detachment energies, respectively. Each 200 ps the same
calculations were performed with the aug-cc-pVTZ basis set. These
data were used for extrapolation to the aug-cc-pVTZ basis set.
Table 1
Excitation Energies of the Dianionic
Chromophore (2Chro2– → 2Chro2–∗) Computed with Different Methods
method
basis
ΔE, eV
SOS-CIS(D)a
6-31G(d,p)
1.68
TDDFT(B5050LYP)
6-31G(d,p)
1.71
TDDFT(B5050LYP)
aug-cc-pVTZ
1.65
TDDFT(ωB97X-D)
6-31G(d,p)
1.65
UHF reference
converged to the solution
close to the ROHF one using maximum overlap method;[59]⟨ S2⟩ = 1.2.
UHF reference
converged to the solution
close to the ROHF one using maximum overlap method;[59]⟨ S2⟩ = 1.2.All quantum-chemical calculations
were performed using the Q-Chem
package.[51]
Results
and Discussion
Table 2 summarizes
spectral features and
lifetimes of the TA components in microsecond-to-second and subpicosecond
decays.
Table 2
Spectral Features and Lifetimes of
the TA Components for KillerRed, mRFP, and DsReda
Killer Red
mRFP
DsRed
steady-state absorption
λmax = 585 nm (2.12 eV)
λmax = 585 nm (2.12 eV)
λmax = 561 nm (2.21 eV)
steady-state
emission
λmax = 609 nm (2.04 eV)
λmax = 609 nm (2.04 eV)
λmax = 595 nm (2.08 eV)
light-minus-dark spectrum
λbleach = 585 nm (2.12 eV)
λbleach = 585 nm (2.12 eV)
λbleach = 560 nm (2.21 eV)
shoulder ∼640 nm
shoulder ∼640 nm
shoulder ∼660 nm
λmax = 735 nm (1.69 eV)
λmax = 722 nm (1.72 eV)
λmax = 745 nm (1.66 eV)
multiexponential
decomposition of a
τ2 = 290 μs:
τ2 = 270 μs:
τ2 = 910 μs:
laser flash-induced
transient absorption
λmax = 731 nm (1.70 eV)
λmax = 722 nm (1.72 eV)
λmax = 740 nm (1.68 eV)
decay (2 μs–4 s span)
subpicosecond transient abs decays
τ = 1.45 ns
τ = 1.8 ns
τ = 3.9 ns
fluorescence lifetimes
τ = 1.6 ns
τ = 2.0 ns
τ = 3.6 ns
All data are taken
in PBS buffer,
pH 7.5 at 25 °C.
All data are taken
in PBS buffer,
pH 7.5 at 25 °C.Owing
to their structural similarity, all three RFPs have similar
steady-state spectra. KillerRed and mRFP have identical absorption
and emission maxima at 585 nm (2.12 eV) and 609 nm (2.04 eV). DsRed
has absorption and emission maxima at 561 nm (2.21 eV) and 595 nm
(2.08 eV), respectively, which were close to the previously reported
values.[14,25,31]A spectroscopic
signature of blinking or bleaching behavior is
delayed recovery of the ground-state absorption relative to the decay
of the bright excited state. To test whether bleaching is significant
at our conditions, we measured the transient absorption spectra with
subpicosecond time resolution in the 0–3 ns time window, a
common time scale for the fluorescent-state lifetime. The subpicosecond
transient absorption (TA) spectra of the three RFPs show that the
recovery of the ground-state absorption occurs on a longer time scale
than the decay of the bright excited state. All three RFPs exhibit
TA bands in the 800–1400 nm (1.55–0.89 eV) range and
a band at 430 nm (2.88 eV). Analysis of the transient decays measured
at different wavelengths yields lifetimes of 1.5, 1.8, and 3.9 ns
in KillerRed, mRFP, and DsRed, respectively. All lifetimes were equal
to or close to the fluorescence lifetime of the proteins measured
using the time-correlated single photon counting technique (see the SI). Therefore, we attribute these transients
to the simple decay of the excited singlet-state population. The S1 lifetimes decrease in the order DsRed > mRFP > KillerRed,
revealing the increased quenching in this order. This effect can be
attributed to the increased permeability of the β-barrels by
the external quenchers, variations of the local structure around the
chromophore, and/or increase of the ISC rate.Altogether, the
properties of the S0 → S1 and S1 → S0 transitions of the
three RFPs are similar. However, we note that the recovery of the
ground-state bleach is slower than the decay of the S1 state,
indicating other possible deactivation pathways for 1Chro–∗. Therefore, we investigated these pathways
using measurements at longer (μs-to-s) time scales. The photophysics
of RFPs on this time scale was previously studied using fluorescence
correlation spectroscopy and single-molecule spectroscopy techniques.[16,52,53] Complex flickering dynamics was
observed; it was interpreted in the framework of kinetic models involving
several dark and bright states. However, the chemical nature of the
states has not been unequivocally established.Figure 2 shows TA spectra of the three RFPs
in the micro- to millisecond range. The main features of the spectra
are ground-state bleach and one major red-shifted TA feature separated
by isosbestic points. The best exponential fit (global) of the TA
data gave three components for all RFPs studied (see the SI for the kinetic fit details). Deconvolution
analysis was performed to give the spectrum for each component. The
kinetic fits with their residuals at selected wavelengths are shown
in Figure S3 in the SI. The major component,
τ2, for all three RFPs has a maximum centered close
to 740 nm (Table 2) and absorption that spans
beyond 1040 nm, where we reach the limit of our detector. The minor
features beyond 800 nm could be attributed to the vibronic structure
of the same absorption band. Note that ground-state bleach recovery
in KillerRed and mRFP is slower than the decay of 730 nm transient,
which suggests that the recovery may proceed through additional intermediates
or that there are additional pathways for reversible and irreversible
bleaching. The detailed understanding of the mechanism of interconversion
between the bright state of KillerRed protein and the red-shifted
intermediate is the subject of future work and is beyond the scope
of the current study. Here, we focus on the assignment of the chemical
nature of the intermediate.
Figure 2
Micro- to millisecond transient absorption of
KillerRed (A), mRFP
(B), and DsRed (C) at various time points. For experimental details,
see the SI.
Micro- to millisecond transient absorption of
KillerRed (A), mRFP
(B), and DsRed (C) at various time points. For experimental details,
see the SI.Notably, all three proteins exhibit a major similar transient
feature
peaking at 731, 722, and 740 nm for KillerRed, mRFP, and DsRed, respectively.
To elucidate the structure of this red-shifted intermediate (RSI)
(720–740 nm), QM/MM calculations have been performed for KillerRed
protein. A relatively short lifetime of this intermediate (∼μs)
suggests that the spectral changes are likely due to changes in the
electronic structure, conformation, or protonation state of the chromophore,
rather than dramatic changes in the chemical nature (processes such
as chromophore maturation and oxidative redding occur on the minutes
to hours time scale).Figure 3 illustrates
the energetics of the
relevant electronic states of KillerRed protein: the ground state
(1Chro–), the first excited state (1Chro–∗), the lowest and excited triplets
(3Chro– and 3Chro–∗), electronic states formed by electron detachment (2Chro
and 2Chro*) from and electron attachment (2Chro2– and 2Chro2–∗)
to the anionic chromophore. The left panel shows the values averaged
along molecular dynamics trajectory sampling ground-state geometries
of the protein.
Figure 3
Energy diagram for relevant electronic states of KillerRed
protein.
(A) Excitation energy of 1Chro– (black),
electron attachment energy (blue), excitation energy of 2Chro2– (red), electron detachment energy (orange),
and excitation energy of 2Chro (violet). Excitation energies
were computed using a QM/MM protocol with the MM part represented
by point charges. The values are averaged over 50 snapshots taken
from the MD trajectory of the KillerRed protein. (B) Fluctuation of
the excitation and electron attachment/detachment energies along the
MD trajectory extrapolated to the aug-cc-pVTZ values. The same color
scheme as in (A) is used. See section B and
the SI for computational details.
Energy diagram for relevant electronic states of KillerRed
protein.
(A) Excitation energy of 1Chro– (black),
electron attachment energy (blue), excitation energy of 2Chro2– (red), electron detachment energy (orange),
and excitation energy of 2Chro (violet). Excitation energies
were computed using a QM/MM protocol with the MM part represented
by point charges. The values are averaged over 50 snapshots taken
from the MD trajectory of the KillerRed protein. (B) Fluctuation of
the excitation and electron attachment/detachment energies along the
MD trajectory extrapolated to the aug-cc-pVTZ values. The same color
scheme as in (A) is used. See section B and
the SI for computational details.The lowest excited state of the
neutral radical (photooxidation
product) lies ∼0.5 eV above the RSI absorption maximum and
is a dark state (fL < 0.01). The only
bright transitions that are energetically close to the observed intermediate
absorption (1.70 eV or 731 nm) are 3Chro– → 3Chro–∗ (1.3 eV or
954 nm) and 2Chro2– → 2Chro2–∗ (1.7 eV or 729 nm). Because the
upper bound for triplet lifetime in KillerRed is 40 μs,[25] which is 1 order of magnitude shorter than the
transient centered at 731 nm, we rule out the triplet state as a possible
candidate for the RSI. Thus, the only viable candidate responsible
for the transient intermediate with λmax = 731 nm
is an electron-attached dianionic state of the chromophore (2Chro2–). Such a doubly charged state is unstable
in the gas phase; however, it is stabilized by the interactions with
the nearby charged amino acid residues and is ∼1.7 eV below
the ground anionic state of the protein-bound chromophore. We attribute
this stabilization to interaction with the positively charged Arg94
residue forming an H-bond with the chromophore. Indeed, calculations
with Arg excluded from the MM system show no stabilization of the
dianion − electron attachment becomes energetically unfavorable
(+1.0 eV).Although electron attachment to the anionic chromophore
in KillerRed
is 1.7 eV exothermic (computed value) even for the ground-state chromophore,
there should be a reducing agent providing an electron with matching
or greater oxidation potential. However, amino acids have much higher
ionization energies,[54] and it is unlikely
that the environmental effects can make electron transfer from nearby
amino acids to the ground-state chromophore energetically favorable
(otherwise, 1Chro– would undergo spontaneous
reduction). Thus, we posit that the intermediate can be formed only
via an excited state of the chromophore. The preliminary TA data taken
with nanosecond resolution demonstrate that the RSI is formed within
the 0.5 ns pulsewidth of the excitation laser.[55] This indeed supports the direct formation of this intermediate
from the Chro singlet excited states. Direct formation of the dianion
from the lowest singlet excited state of the chromophore will be accompanied
by a ∼4 eV energy gain. We note that the ionization energies
of the amino acids are still higher; for example, ionization energy
of 7.3 ± 0.2 eV was reported for tryptophan on the basis of vacuum–ultraviolet
single-photon ionization mass spectrometry experiments.[56] However, the local environment may significantly
alter the ionization/attachment energies as well as the resulting
oxidation/reduction potentials of the amino acids, similarly to the
observed effect of the nearby residues on the chromophore’s
energetics.To interrogate the identity of the main transient,
we investigated
the effect of external oxidative/reducing agents on the observed TA
for all three RFPs. First, the TA was measured for samples in ambient,
aerobic (oxygen-saturated), and fully anaerobic conditions. The lifetime
of the main TA component decreased significantly in oxygen-saturated
conditions for KillerRed and mRFP (Table 3),
whereas in DsRed it remained mostly unchanged (SI Figure S5). The effects of several oxidant and reductants
(cytochrome c, β-mercaptoethanol, NAD+, potassium ferricyanide, flavin mononucleotide) were also tested
on the kinetics of the RSI feature in KillerRed, mRFP, and DsRed.
In all three cases, the kinetics was unaffected. These oxidants and
reductants are likely too large or hydrophilic and, therefore, are
unable to access the chromophore buried inside the protein barrels.
Thus, we tested a smaller molecule, H2O2, that
can act as either a relatively strong oxidant or a weak reductant.
The results are shown in Figure 4. Remarkably,
H2O2 had a profound effect on the lifetime of
the transient in KillerRed, decreasing the lifetime to 95 μs
in the presence of 5 μM H2O2. The effect
was much weaker in mRFP and DsRed, for which the lifetimes decreased
to 147 and 810 μs, respectively. We attribute this phenomenon
to the unique structural feature of KillerRed’s β-barrel
interior, a long water-filled channel.[20] It has been hypothesized that this channel facilitates the escape
of ROS from the protein, thereby contributing to KillerRed’s
phototoxicity.[20,21] In the control experiments, we
observe that the same levels of H2O2 have little
to no effect on the ground-state absorption spectrum in all three
proteins (SI). Thus, the transient is efficiently
quenched by H2O2, which is consistent with the
proposed strongly reducing dianionic state. The dianionic radical
chromophore (2Chro2–) can then donate
an electron to O2 to generate superoxide, which is likely
the main mechanism of phototoxicity in KillerRed.
Table 3
Lifetimes (in μs)
of the Major
TA Component for KillerRed and mRFP under Ambient, Aerobic (Oxygen-Saturated),
and Anaerobic Conditions and in the Presence of H2O2 (See the SI for Details)
protein
τ2, ambient
τ2-O2
τ2-Ar
τ2-H2O2
KillerRed
290
162
418
95
mRFP
270
231
295
147
DsRed
910
910
∼920
810
Figure 4
Kinetics of transient
absorption signal at 731 nm (1.70 eV) for
KillerRed (top), at 722 nm (1.72 eV) for mRFP (middle), and at 745
nm (1.66 eV) for DsRed in the absence and presence H2O2. For experimental details, see the SI.
Kinetics of transient
absorption signal at 731 nm (1.70 eV) for
KillerRed (top), at 722 nm (1.72 eV) for mRFP (middle), and at 745
nm (1.66 eV) for DsRed in the absence and presence H2O2. For experimental details, see the SI.Among the three cytotoxic proteins studied, the phototoxicity
and
radical production increase in the order DsRed < mRFP < KillerRed.[12,14] Thus, there is a direct correlation between phototoxicity and our
quenching experiments in which the main TA component (RSI) is quenched
with O2 and H2O2. For example, the
transient in the most phototoxic fluorescent protein, KillerRed, shows
the greatest quenching with H2O2 and O2, whereas the lifetime of the transient in DsRed remains mostly unaffected.
This observation suggests using weak reducing/oxidative pairs to control
the phototoxicity and photostability of FPs, as successfully done
for organic dyes in solution.[57] It is quite
interesting that an agent as small as O2 is unable to penetrate
the β-barrel of DsRed; however, it is not that surprising because
previous researchers had to use guanadinium–HCl to add flexibility
to a GFP mutant to detect singlet oxygen production.[58] Recent studies of RFPs from the mFruit family attribute
their poor photostability to the structural weakness of their β-barrel
that facilitates oxygen diffusion.[32,33]
Conclusions
We report an observation of a novel strongly
red-shifted (λmax 720–740 nm) photoinduced
intermediate that is common
for KillerRed, mRFP, and DsRed and decays on the microsecond time
scale. On the basis of the electronic structure calculations we interpret
the signal as absorption by the dianionic open-shell state of the
chromophore formed by photoreduction. The RSI is effectively quenched
by oxygen and hydrogen peroxide in KillerRed, which features a large
water channel facilitating access to the chromophore, whereas its
lifetimes in DsRed and mRFP are not strongly affected. The results
raise the question of whether photoreduction is common
for all FPs and if the corresponding electron-attached states are
common gateway states for photobleaching and blinking. In such a case,
understanding the protein environment effects on the formation and
lifetime of the radical species is crucial for development of more
photostable FPs, of phototoxic agents for photodynamic therapy, and
of more stable FPs with respect to photoinduced decarboxylation. Further
studies including time-resolved EPR, IR, and Raman spectroscopies
are needed for a detailed characterization of the structure and, especially,
of the formation mechanism of these species, which possibly play a
crucial role in the photochemistry of photoactive proteins.
Authors: Ilya Belevich; Elena Gorbikova; Nikolai P Belevich; Virve Rauhamäki; Mårten Wikström; Michael I Verkhovsky Journal: Proc Natl Acad Sci U S A Date: 2010-10-11 Impact factor: 11.205
Authors: Yihan Shao; Laszlo Fusti Molnar; Yousung Jung; Jörg Kussmann; Christian Ochsenfeld; Shawn T Brown; Andrew T B Gilbert; Lyudmila V Slipchenko; Sergey V Levchenko; Darragh P O'Neill; Robert A DiStasio; Rohini C Lochan; Tao Wang; Gregory J O Beran; Nicholas A Besley; John M Herbert; Ching Yeh Lin; Troy Van Voorhis; Siu Hung Chien; Alex Sodt; Ryan P Steele; Vitaly A Rassolov; Paul E Maslen; Prakashan P Korambath; Ross D Adamson; Brian Austin; Jon Baker; Edward F C Byrd; Holger Dachsel; Robert J Doerksen; Andreas Dreuw; Barry D Dunietz; Anthony D Dutoi; Thomas R Furlani; Steven R Gwaltney; Andreas Heyden; So Hirata; Chao-Ping Hsu; Gary Kedziora; Rustam Z Khalliulin; Phil Klunzinger; Aaron M Lee; Michael S Lee; Wanzhen Liang; Itay Lotan; Nikhil Nair; Baron Peters; Emil I Proynov; Piotr A Pieniazek; Young Min Rhee; Jim Ritchie; Edina Rosta; C David Sherrill; Andrew C Simmonett; Joseph E Subotnik; H Lee Woodcock; Weimin Zhang; Alexis T Bell; Arup K Chakraborty; Daniel M Chipman; Frerich J Keil; Arieh Warshel; Warren J Hehre; Henry F Schaefer; Jing Kong; Anna I Krylov; Peter M W Gill; Martin Head-Gordon Journal: Phys Chem Chem Phys Date: 2006-06-12 Impact factor: 3.676
Authors: Kevin R Wilson; Michael Jimenez-Cruz; Christophe Nicolas; Leonid Belau; Stephen R Leone; Musahid Ahmed Journal: J Phys Chem A Date: 2006-02-16 Impact factor: 2.781
Authors: Bella L Grigorenko; Alexander V Nemukhin; Igor V Polyakov; Dmitry I Morozov; Anna I Krylov Journal: J Am Chem Soc Date: 2013-07-25 Impact factor: 15.419
Authors: Ksenia B Bravaya; Oksana M Subach; Nadezhda Korovina; Vladislav V Verkhusha; Anna I Krylov Journal: J Am Chem Soc Date: 2012-01-26 Impact factor: 15.419
Authors: Ekaterina A Souslova; Vsevolod V Belousov; John G Lock; Staffan Strömblad; Sergey Kasparov; Alexey P Bolshakov; Vsevolod G Pinelis; Yulii A Labas; Sergey Lukyanov; Lorenz M Mayr; Dmitriy M Chudakov Journal: BMC Biotechnol Date: 2007-06-29 Impact factor: 2.563
Authors: Adam J Trewin; Brandon J Berry; Alicia Y Wei; Laura L Bahr; Thomas H Foster; Andrew P Wojtovich Journal: Free Radic Biol Med Date: 2018-02-06 Impact factor: 7.376
Authors: István Pócsi; Zsuzsa M Szigeti; Tamás Emri; Imre Boczonádi; György Vereb; János Szöllősi Journal: Appl Microbiol Biotechnol Date: 2022-05-23 Impact factor: 5.560
Authors: Nadya V Pletneva; Vladimir Z Pletnev; Karen S Sarkisyan; Dmitry A Gorbachev; Evgeny S Egorov; Alexander S Mishin; Konstantin A Lukyanov; Zbigniew Dauter; Sergei Pletnev Journal: PLoS One Date: 2015-12-23 Impact factor: 3.240
Authors: Mikhail Drobizhev; Caleb Stoltzfus; Igor Topol; Jack Collins; Geoffrey Wicks; Alexander Mikhaylov; Lauren Barnett; Thomas E Hughes; Aleksander Rebane Journal: J Phys Chem B Date: 2014-07-23 Impact factor: 2.991
Authors: Kevin M Dean; Philippe Roudot; Carlos R Reis; Erik S Welf; Marcel Mettlen; Reto Fiolka Journal: Biophys J Date: 2016-03-29 Impact factor: 4.033
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