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J. Biol. Chem., Vol. 280, Issue 9, 7823-7828, March 4, 2005
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From the Departments of Medicine and Physiology, Cardiovascular Research Institute, University of California, San Francisco, California, 94143
Received for publication, November 2, 2004 , and in revised form, December 17, 2004.
| ABSTRACT |
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| INTRODUCTION |
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0.2) for small DNA fragments of <250 bp but was greatly reduced (Dcyto/Do < 0.05) for larger DNAs of >250 bp such as plasmid-sized DNAs. In contrast, the diffusion of dextrans and Ficolls, which are considered to be non-interacting macromolecules, was only mildly dependent on their size up to 5001000 kDa (7), which is equivalent in molecular mass to a 7501500-bp DNA fragment. Identification of the mechanism of reduced mobility of large DNAs in cytoplasm has important consequences regarding intrinsic limitations of non-viral gene delivery and in developing strategies to improve its efficacy.
Several factors can in principle reduce the diffusion of a solute in cytoplasm versus saline, including fluid phase viscosity, binding, and crowding by mobile and immobile macromolecules (8). Systematic analysis of the diffusion of a small fluorescein-like molecule in cytoplasm indicated that reduced diffusion in cytoplasm (Dcyto/Do
0.25) resulted mainly from macromolecular crowding by the relatively high concentration of proteins in cytoplasm of
100150 mg/ml (reviewed in Refs. 9 and 10). Fluid phase viscosity, defined as the effective viscosity sensed by a small molecule that does not undergo binding or other macromolecular interactions, has little influence on cytoplasmic diffusion (11, 12). Binding can greatly reduce apparent diffusion, as was found for some enzymes that assemble into macromolecular complexes (13). As a densely charged polyanion, DNA binding to cytoplasmic components could be an important factor in reducing its diffusion in cytoplasm as was found in the nucleus, where DNA is nearly immobile probably because of binding to positively charged histones (6, 14). DNA diffusion in heterogeneous polydisperse media is further complicated by conformation effects resulting in persistence length and other size-dependent phenomena. Although theoretical descriptions exist in the polymer field for DNA conformational mechanics and electric field-dependent convection in gels (15), the basis of the strong size dependence of DNA diffusion in cytoplasm is not clear on theoretical grounds.
The purpose of this investigation was to establish the mechanism of the reduced diffusion of DNA in cytoplasm with increasing DNA size. Several possibilities were considered, including DNA binding to cytosolic components, molecular crowding by mobile obstacles, and restricted diffusion due to fixed structures. We used fluorescence correlation spectroscopy of DNAs labeled with a single fluorescent probe to measure DNA mobility at the single molecule level in crowded solutions and living cells, as well as photobleaching recovery of multiply labeled DNAs in cells. Based on a series of in vitro and cell measurements, we conclude that macromolecular crowding by fixed obstacles, mainly the actin cytoskeleton, is the principal determinant of the size-dependent slowing of DNA diffusion in cytoplasm. Our results have important implications regarding limitations in gene transfer using non-viral vectors.
| MATERIALS AND METHODS |
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In Vitro Sample PreparationLabeled DNAs and dextrans (10 kDa and 500 kDa) were dissolved at concentrations of 1100 nM in PBS containing 0.1% bovine serum albumin. In some experiments, the solutions contained Ficoll-70 (040 weight percentage), cytosol (0100 mg/ml), actin (08 mg/ml), or actin/gelsolin (actin 8 mg/ml; gelsolin 0.04 mg/ml). Cytosol was prepared from mouse liver. After perfusion, livers were homogenized in buffer containing 320 mM sucrose, 2 mM MgCl2, 1 mM dithiothreitol, 20 mM Hepes (pH 7.4), and several protease inhibitors (2 µg/ml pepstatin, leupeptin, aprotinin, and 50 µM Pefabloc®). The homogenate was centrifuged at 10000 x g for 30 min, and the supernatant was centrifuged at 100000 x g for 1 h to separate membranes from the cytosol. All steps were done at 4 °C. Protein concentration was assayed with a BCA protein assay kit (Bio-Rad) using bovine serum albumin as a standard. Cytosol was frozen and stored at 80 °C in the presence of 2 mM EDTA until use (17). Cytosol at 100 mg/ml was obtained from 60 mg/ml cytosol by evaporation. For actin-containing solutions, lyophilized rabbit skeletal muscle G-actin protein (Cytoskeleton, Denver, CO) (in 5 mM Tris-HCl, pH 8, 0.2 mM sodium ATP, 0.2 mM CaCl2, 5% sucrose, and 1% dextran) was mixed with DNAs in a total volume of 10 µl in a plastic tube. For actin/gelsolin-containing solutions, G-actin protein (in stock buffer) was mixed with lyophilized human plasma gelsolin (Cytoskeleton, Denver, CO) in 25 mM Tris-HCl, pH 7.5, 1 mM EGTA, and 50 mM NaCl at a molar ratio of 400:1. Polymerization was initiated by adding KCl to 50 mM, MgCl2 to 2 mM, and ATP to 1 mM using a small volume of a concentrated stock solution, and the sample was mixed using a micropipette and allowed to stand for 20 min. For fluorescence correlation spectroscopy (FCS)1 measurements, 5 µl of solutions were sandwiched between two glass coverslips and transferred to the microscope stage.
Fluorescence Correlation SpectroscopyFCS measurements were performed on a Nikon TE-200 inverted epifluorescence microscope equipped with laser diode excitation source (488 nm, 20 milliwatt; Coherent Inc.), neutral density filter wheel, 100x oil objective (Nikon S Fluor, NA 1.3), 510-nm dichroic mirror, and 535 ± 25 bandpass emission filter (Chroma). Fluorescence was collected by a 100-µm-diameter fiberoptic patch cord mounted on a three-axis micropositioner and detected by an avalanche photodiode (<50 counts per minute of dark noise; PerkinElmer Life Sciences). Photon counts were correlated online using an ALV-5000 correlator card. Data recording times were 301500 s. Autocorrelation functions, G(
), were binned and displayed on a quasi-logarithmic time scale. Correlation times,
c, were computed from G(
) (18) as shown in Equation 1,
![]() | (Eq. 1) |
is time, and
c is the characteristic diffusion time for an ellipsoidal excitation volume (
c = z 20/4D), and
(set to 16) is the ratio of axial (zo) and equatorial (wo) radii of the focal volume. Diffusion coefficients were determined from fitted
c using a rhodamine green solution as standard (diffusion coefficient of 2.8 x 106 cm2/s; Ref. 18). Generally, data from 1040 individual G(
) curves were averaged. Measurements were done at 23 °C in a temperature-controlled darkroom on a vibration isolation table.
Photobleaching ExperimentsSpot photobleaching measurements were carried out on an apparatus consisting of an argon ion laser (488 nm; Coherent Inc.), a high contrast acousto-optic modulator, and an inverted epifluorescence microscope (Diaphot, Nikon) equipped with an objective lens (20x dry, numerical aperture 0.75, or 60x oil immersion, numerical aperture 1.4; Nikon) and a 510-nm dichroic mirror (13). Emitted fluorescence was filtered by serial interference (530 ± 15 nm) and cut-on (>515 nm) filters and detected by a gated photomultiplier and 14-bit analog-to-digital converter. For most experiments, the laser beam power was set to 50100 milliwatts, and the attenuation ratio (the ratio of bleach to probe beam intensity) was
5000 to give <30% bleach. Data from 1015 individual recovery curves were averaged, each obtained from a different spot. Diffusion coefficients (in cm2/s) were determined from t
values derived by non-linear regression (13) using a fluorescein solution as standard (diffusion coefficient of 2.8 x 106 cm2/s; Ref. 18).
Cell Culture and MicroinjectionHeLa cells were cultured in modified Eagle's medium supplemented with 10% heat-inactivated fetal calf serum, 2 mM glutamine, 100 units/ml penicillin, and 100 µg/ml streptomycin. Cells were maintained at 37 °C in a 5% CO2 humidified atmosphere. Solutions for microinjection consisted of calcium-free PBS containing 0.51 µg/µl rhodamine green-labeled DNA. Solutions were centrifuged (14000 x g for 10 min) to remove particulate matter. Microinjection was performed using an Eppendorf 5170 micromanipulator and 5242 microinjector. Glass needles were drawn from thin-walled filament capillaries (FHC, Brunswick, ME) with a vertical needle puller (Kopf, Tujunga, CA). Cells grown on 18-mm-diameter round glass coverslips were microinjected (generally
200 cells injected on each coverglass) at an injection pressure of 120 kilopascals over 1 s.
Cell ExperimentsIn some experiments, the actin cytoskeleton was disrupted using cytochalasin D (5 µM) or latrunculin B (10 µM) added 15 min prior to and during experiments. For actin staining, cells were washed three times with phosphate-buffered saline, fixed in 4% paraformaldehyde for 10 min at room temperature, permeabilized with 0.1% Triton X-100, and stained with rhodamine phalloidin. Confocal fluorescence images were acquired using a Leitz upright fluorescence microscope equipped with a coaxial-confocal attachment and a 100x objective.
| RESULTS |
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)/G(0), are shown in Fig. 1C. Data for all DNAs fitted well to the model in Equation 1 containing a single correlation time,
c (residence time in the illuminated region), indicating simple (non-anomalous) diffusion. Correlation times increased with DNA molecular size, with
c increasing from 0.7 ± 0.1 ms (mean ± S.D.) for 20-bp DNA to 28 ± 5 ms for 4.5-kb DNA. Control experiments were done for each DNA to confirm the validity of
c values, including showing independence of
c on 4-fold changes in illumination intensity and concentration and the absence of photobleaching over the duration of data acquisition. Fig. 1D summarizes deduced translational diffusion coefficients as a function of DNA molecular size on a log-log plot with an empirical linear fit, Do = 6.5 x 106 cm2/s· (base pair)0.68 ± 0.04 (r2 = 0.999). The fitted slope is in agreement with the slope of 0.70 predicted from the theory of Yamakawa and Fujii (19) for helical worm-like molecular chains without excluded volume. An alternative model (20) also fitted the data well; the dashed curve labeled model (Fig. 1D) was computed from the equation of Tirado and Garcia de la Torre, Do = (kBT/3
L)(ln p +
), where
= 0.312 + 0.565/p 0.1/p2 is a correction factor for end effect, p = L/d is the ratio of DNA length to diameter, kBT is the product of Boltzmann constant and temperature, and
is medium viscosity. The poorly fitting dashed line labeled sphere (Fig. 1D) is shown for comparison and was computed for spherical molecules of equivalent molecular weight to the DNAs.
Macromolecular Crowding Effects on DNA DiffusionDNA diffusion was measured in solutions made crowded with various soluble (mobile) and fixed (immobile) macromolecules to establish the determinants of size-dependent DNA diffusion. Diffusion coefficients for DNAs were measured first in saline solutions made crowded with the soluble "crowding agent" Ficoll-70 (040 weight percentage). As in many prior studies of molecular crowding effects (9, 21), Ficoll-70 was chosen as a non-interacting, compact synthetic polysaccharide that is highly soluble and produces solutions with relatively low macroscopic viscosity. Fig. 2A shows an exponential dependence of D on Ficoll-70 concentration, D = Do exp([C]/[C]exp), where [C]exp is the Ficoll-70 concentration (in weight percentage) at which Do is reduced by 63%. Interestingly, [C]exp was nearly identical for the very different size DNAs. Even though D/Do was reduced substantially (
6-fold at 200 mg/ml Ficoll-70), D/Do did not depend on the DNA size (Fig. 2B), indicating that crowding by a mobile, non-interacting macromolecule cannot reproduce the reduced size-dependent DNA diffusion in cells.
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100120 mg/ml (7, 22, 23). Fig. 2C shows normalized FCS data for the diffusion of 100-bp and 1-kb DNA in low (8 mg protein/ml) and high (100 mg protein/ml) concentrations of cytosol. Although the autocorrelation functions in cytosol generally showed relaxation phenomena at very early times that may be related to intrinsic cytosol fluorescence or triplet state phenomena, the data at longer times fitted well to the single component simple diffusion model with a single correlation time. Although cytosol reduced DNA diffusion coefficients in a concentration-dependent manner as expected, D/Do was not reduced with increasing DNA size (Fig. 2D) even at 100 mg/ml cytosol, where DNA diffusion was reduced by
5-fold. Thus, DNA interactions with soluble cytosolic macromolecules cannot account for the size-dependent DNA diffusion found in the cytoplasm in living cells. In addition to soluble proteins and macromolecules, the cell cytoplasm contains a network of cytoskeletal filaments, among which microfilamentous F-actin appears to be the most prominent (24). To test whether an actin network could account for the size-dependent DNA diffusion, an actin mesh was generated in vitro using purified actin at concentrations found in cells (512.5 mg/ml) (25, 26) alone or together with the actin-binding protein gelsolin. D/Do was mildly reduced with DNA size at 1 mg/ml actin and substantially reduced at 8 mg/ml of actin alone or together with gelsolin (Fig. 3). For each actin concentration, DNA diffusion coefficients were at least 10100-fold higher than the diffusion coefficients for polymerized actin filaments (<1011 cm2/s; Ref. 27), making the actin mesh effectively immobile on the time scale of DNA diffusion. For comparison, the diffusion of rhodamine green-labeled dextrans (10 and 500 kDa) in 1 and 8 mg/ml actin networks is shown. Both dextrans (equivalent in molecular weight to 15-bp and 750-bp DNAs) diffused almost freely in the actin network, indicating little influence of the actin network on the diffusion of globular non-interacting macromolecules with 530 nm gyration radii (23).
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1530 min after microinjection, but changes were seen at longer times or after 37 °C incubation, which may be related to nuclease-dependent generation of smaller degradation fragments. Representative FCS curves for 3-kb DNA are shown in Fig. 4A, and deduced D/Do values are summarized in Fig. 4B. For the larger DNAs (2504500 bp), the fitting of correlation functions required a two-component model. The fit shows a fast correlation time,
c1 = 520 ms, which was independent of DNA size, and a slow correlation time,
c2, that depended on DNA size and cell maneuvers. The rapid correlation time component may be related to a small amount of degraded DNA, rhodamine green-related photophysics, and/or intramolecular DNA motion/local confinement effects in a heterogeneous environment. Other studies reported similar two-component models for the analysis of fluorescent macromolecule diffusion in cells (2931).
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Because FCS is based on the analysis of fluorescence intensity fluctuations produced by the diffusion of molecules into and out of a defined excitation volume, the identification and quantification of a immobile population of molecules is not possible. Because of this limitation as well as the complexities in the interpretation of FCS data in living cells (see "Discussion"), photobleaching experiments were done to confirm the conclusion that the actin cytoskeleton is the main determinant of the reduced diffusion of DNA in cytoplasm. For these studies we used a novel labeling strategy to generate brightly fluorescent DNA fragments. DNAs (500 bp and 6000 bp) were labeled with the dimeric cyanine dye YOYO-3, which binds tightly to DNA (Kd
100 nM) and undergoes a >100-fold fluorescence enhancement upon binding to DNA. Original fluorescence recovery curves after the photobleaching of 500- and 6000-bp YOYO-3-labeled DNAs in aqueous solution are shown in Fig. 5A. Recovery curves in microinjected HeLa cells are shown in Fig. 5B for untreated cells and after 30 min of cytochalasin D treatment. Compared with photobleaching data obtained in aqueous solution, the recoveries were slower in cytoplasm for both DNA fragments. As shown previously, the plasmid-sized DNA was largely immobile in the cytoplasm of microinjected HeLa cells, whereas the 500-bp DNA fragment was mobile. Cytochalasin D treatment of microinjected cells increased remarkably the percentage of plasmid-sized DNA that was mobile (from < 20% to >70%). Similar results were found using latrunculin B to disrupt the actin cytoskeleton (data not shown). In contrast, recovery curves were similar with or without cytochalasin D treatment for the smaller 500-bp DNA, supporting the conclusion that the actin cytoskeleton is the principal determinant of the slowed diffusion of plasmid-sized DNAs in cytoplasm.
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| DISCUSSION |
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The mechanism of size-dependent DNA diffusion in cytoplasm was investigated from measurements of DNA diffusion in artificial solutions containing a non-interacting crowding agent (Ficoll-70), concentrated soluble cytosolic extracts, and in vitro skeletal actin networks. Diffusion of DNA in solutions made crowded with Ficoll-70 could be reduced considerably compared with diffusion of the same sized DNA in saline. However, the DNA size-dependent reduction in D/Do could not be reproduced, indicating that molecular crowding by mobile obstacles cannot account for the observed reduction in D/Do in cells. Reduced D/Do with increasing DNA size also could not be reproduced in vitro in cytosol at a protein concentration similar to that in cells and in which DNA diffusion was slowed
5-fold compared with its diffusion in saline. Therefore, crowding effects and DNA interactions with soluble components of cell cytosol cannot account for the reduced D/Do. However, reduced D/Do with increasing DNA size could be reproduced in vitro in a polymerized actin/gelsolin mesh at a concentration found in cells (26, 32). Diffusion of small DNAs (<250 bp) in the actin mesh was only mildly slowed with increasing size, whereas diffusion was slowed substantially in a size-dependent manner for DNAs >250 bp.
In cells, the length of actin filaments has been estimated by electron microscopy to be 100500 nm with an
100-nm spacing between actin filaments (32, 33). It is interesting that the size-dependent transition found here occurs at DNA of
250 bp, which has an extended linear length of
85 nm. The intracellular diffusion coefficients of the larger DNAs (>500 bp) versus DNA size were fitted by a line (on a log-log plot) with slope of 1.8, which is consistent with the theory of de Gennes predicting D
(DNA size)2 for a single reptating chain in a medium containing fixed obstacles (15). We thus propose that the entanglement of relatively large, flexible DNA fragments in the actin mesh is the primary mechanism responsible for the size-dependent reduction in DNA diffusion.
D/Do in the presence of a combination of mobile obstacles and a polymerized actin/gelsolin mesh is, at first approximation, the product of D/Do for each mechanism. As such, DNA diffusion in cell cytoplasm was closely modeled as a product of D/Do measured in vitro in a cytosol extract at 100 mg/ml and a polymerized actin/gelsolin mesh. The mobile obstacles are responsible for a multiplicative factor giving comparable reduction in the diffusion of DNAs of all sizes, whereas the actin mesh is responsible for the size-dependent reduction in DNA diffusion. Our analysis thus provides a quantitative accounting for the observed DNA mobility in living cells with a predictive value in assessing the effects of altered protein concentration and skeletal density on DNA diffusion.
Restricted diffusion of non-complexed DNA in cytoplasm is thought to be a key barrier to gene delivery in vivo, where DNA degradation competes with diffusion (1). The release of non-complexed DNA into the cytoplasm was shown using the T7 polymerase expression system (34). Because the lifetime of cytoplasmic DNA is relatively short (6090 min) (28), the transport of DNA toward the nucleus should be as fast as possible for efficient transgene expression. The photobleaching studies here indicated that the diffusion of plasmid-sized DNA is very slow, with <20% of DNA being able to diffuse through the cytoplasm. However, disruption of the actin network increased both the mobile DNA fraction as well as its diffusivity. Viruses have evolved efficient DNA packaging and intracellular transport mechanisms to deliver their nucleic acids to the nucleus (35). Because diffusion in the crowded cytoplasm is inefficient given the large size of most capsids, viruses often exploit the cytoskeleton and cellular motor proteins to move through the cell. As shown here for non-viral gene vectors, the actin cytoskeleton also poses a barrier against the inward movement of viruses that enter directly through the plasma membrane (36). To overcome the skeletal barrier, some viruses such as SV40 activate tyrosine kinase-induced signaling cascades that lead to the local dissociation of filamentous actin. Because macromolecule-sized solutes with a gyration radius (RG) up to 30 nm are freely diffusible in the cytoplasm (7), strategies to increase DNA mobility, such as DNA compaction into spherical 30 nm-particles (37) and active transport of the DNA toward the nucleus, are predicted to enhance the efficiency of transgene delivery (38, 39). In summary, using the complementary fluorescence techniques of FCS and photobleaching, we have established a quantitative mechanism for the reduced translational diffusion of large, non-complexed DNAs in cell cytoplasm and identified the actin cytoskeleton as a new barrier for non-viral gene delivery.
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To whom correspondence should be addressed: Cardiovascular Research Institute, 1246 Health Sciences E. Tower, University of California at San Francisco, San Francisco, CA 94143-0521. Tel.: 415-476-8530; Fax: 415-665-3847; E-mail: verkman{at}itsa.ucsf.edu.
1 The abbreviations used are: FCS, fluorescence correlation spectroscopy; D, DNA diffusion coefficient; Dcyto, D in cytoplasm; Do, D in saline. ![]()
| ACKNOWLEDGMENTS |
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| REFERENCES |
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