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First published online July 2, 2007
doi: 10.1242/10.1242/jcs.007732
Research Article |
MRC Laboratory of Molecular Biology, Hills Road, Cambridge, CB2 0QH, UK
* Author for correspondence (e-mail: rrk{at}mrc-lmb.cam.ac.uk)
Accepted 9 May 2007
| Summary |
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Key words: Cell motility, Endocytosis, Membrane flow, Surface area, Dictyostelium, NSF, Photobleaching, Photoactivation
| Introduction |
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By contrast, genetic experiments in Dictyostelium have shown an unexplained dependence of cell motility on the membrane trafficking proteins clathrin and NSF (N-ethylmaleimide sensitive factor) (Wessels et al., 2000
; Thompson and Bretscher, 2002
), and several possible links between membrane trafficking and cell movement have been proposed, some dating back many years. These include the delivery of adhesion molecules to the front of the cell (Bretscher, 1984
; Lawson and Maxfield, 1995
), polarizing the plasma membrane (Kriebel et al., 2003
; Thompson and Bretscher, 2002
) and generating membrane flow. Membrane flow was first suggested by the rearward movement of particles attaching to the front of a migrating cell (Abercrombie et al., 1970
) and subsequently proposed as an alternative motive force to drive the cell forward (Bretscher, 1984
), though its existence in certain cells is strongly disputed (Sheetz et al., 1989
; Lee et al., 1990
).
One idea not so widely considered is the possibility that the endocytic cycle may be required by moving cells to allow them to adjust their surface area. Many moving cells can change shape radically as they move. For instance, Dictyostelium cells can expand their leading edge by myosin II-dependent blebbing (Yoshida and Inouye, 2001
; Yoshida and Soldati, 2006
; Langridge and Kay, 2006
) and they alternate between rounded and elongated morphologies as they move (Wessels et al., 1998
), with pseudopodia often projected from the front before the rear is withdrawn (Weber et al., 1995
). Geometrical considerations suggest that these behaviours may produce transient increases in surface area, though this has not been quantified. It is crucial to know the magnitude of such changes, since membranes can only be stretched by 2-3% before rupturing (Mohandas and Evans, 1994
) and changes beyond this would require some dedicated mechanism to supply additional surface area, such as an increase in exocytosis.
All of theses scenarios require moving Dictyostelium cells to maintain an active endocytic cycle yet, paradoxically, fluid phase endocytosis is almost quiescent in the starving and highly motile cells that are often studied (Kayman and Clarke, 1983
; Maeda and Kawamoto, 1986
). However, the more relevant membrane endocytosis has not been measured and it has been shown that cells grown on bacteria have a similarly low rate of fluid uptake as starving cells, yet take up membrane rapidly (Aguado-Velasco and Bretscher, 1999
).
In this paper, we first show that membrane endocytosis remains active in starving cells and then investigate three possible ways in which the endocytic cycle might be involved in the movement of Dictyostelium cells: to polarize the leading edge; to produce membrane flow; or in surface area regulation.
| Results |
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Within seconds of adding FM1-43 to a suspension of aggregation-competent cells, their plasma membranes become fully stained, and fluorescence then gradually accumulated in small cytoplasmic puncta, which were not fully resolved (Fig. 1A). Staining of the contractile vacuole, as reported with the related dye FM4-64 (Heuser et al., 1993
), is not seen in short time courses with FM1-43. When the dye is washed out, surface labelling is lost, but internal staining remains, showing that dye has been internalized (not shown).
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By contrast, starving cells take up much less fluid than growing cells. Growing cells take up FITC dextran linearly for around 40 minutes, before a plateau is approached when the rate of release equals that of uptake (Aubry et al., 1997
). Aggregation-competent cells take up fluid at only 6% of this rate, confirming previous observations (Fig. 1C, Table 1).
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We tested whether nsfA2 cells could still be polarized by a cAMP gradient at the restrictive temperature. The first polarized responses are the rapid recruitment of PI 3-kinases to the cell cortex at the high point of the gradient, and the reciprocal loss of the phosphatase and tensin homolog (PTEN) phosphatase (Iijima and Devreotes, 2002
; Funamoto et al., 2002
), leading to an accumulation of PtdIns(3,4,5)P3 in the membrane. This in turn recruits PH-domain containing proteins to the plasma membrane (Parent et al., 1998
; Meili et al., 1999
). Almost simultaneously, actin is polymerized and a pseudopod projected.
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Absence of detectable membrane flow from the leading edge
The membrane flow hypothesis proposes that exocytosis occurs predominantly at the leading edge of motile cells, and endocytosis randomly over the surface, thus creating a flow of membrane away from the leading edge, which could drive the cell forward (Bretscher, 1984
). Such a flow might be detectable by tracking the movement of photo-bleached marks in the plasma membrane. These marks will be erased by diffusion of fluorescent molecules into them from the surrounding regions, so to be useful they must persist long enough for the cell to move an appreciable distance. If Dictyostelium cells move at 10 µm/minute and the mark is 2 µm diameter, then a lifetime of around 10 seconds should be sufficient. The diffusion coefficient of the cAMP receptor, cAR1, suggests this is feasible (Ueda et al., 2001
).
We measured the first half-life of decay of spots bleached on the lower surface of non-motile cells expressing cAR1-GFP (Xiao et al., 1997
), and found they ranged from 3 to 8 seconds. These spots did not move and decayed from the edge, consistent with recovery by diffusion of fluorescent molecules into the spot (see Movie 7 in supplementary material); the diffusion coefficient of cAR1-GFP calculated from the spot half-life is 4.7±1.5x10-10 cm2/second (n=8; each value is the mean of triplicate spots from the same cell), which is within a factor of two of the value obtained previously for cAR1 alone (Ueda et al., 2001
). Vegetative cells gave a diffusion coefficient of 6.7±1.5x10-10 cm2/second (n=14).
Spots were bleached at different positions on the lower surface of moving cells, some by chance being adjacent to a position where a pseudopod subsequently formed (Fig. 4 and Movie 8 in supplementary material). It is apparent that these marks do not move backwards with respect to the leading edge as required by membrane flow, but in all cases they move forward, often keeping pace with it. Similar results were obtained with marks bleached on the top of cells (not shown). Marks in the rear of cells similarly moved forward, again keeping a roughly constant distant from the rear (Fig. 4, `Posterior'); those on immotile cells did not move at all.
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Surface area changes of cells moving under agarose
Dictyostelium cells continuously change their shape as they move, which most likely means that they also change their surface area. To determine whether this supposition is correct, we measured surface areas from three-dimensional (3D) reconstructions produced from confocal stacks of cells expressing cAR1-GFP. This protein is almost entirely restricted to the plasma membrane and reveals even fine filopodia projecting from the surface (Fig. 6A,B). The strongly fluorescent outline of an expressing cell is readily recognized using commercial software, allowing the surface to be reconstructed and its area measured (Fig. 6C,D; viewed from +30° and -30° to the horizontal). Since filopodia are often truncated in these reconstructions, their length was measured manually and their surface area calculated assuming they are cylinders of 0.1 µm diameter. To simplify the geometry, and reduce the number of confocal sections per stack, we initially studied cells moving under agarose, where they are reduced to a pancake shape of around 6 µm thick, with a smooth bottom and lumpy top. The statistical significance of membrane area changes was assessed by taking bursts of three confocal stacks (lasting 2-3 seconds) every 25 seconds and treating them as repeat measurements at a single time point. Since cells move slightly during these bursts, errors are overestimated and the significance of any differences correspondingly underestimated.
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In the typical cell shown chemotaxing towards cAMP in Fig. 7 and Movie 11 in supplementary material, the surface area of the cell body (filopodia truncated) increased by 15% over the first minute, as it extended a new pseudopod, and then gradually declined again as one pseudopod becomes dominant and the other retracts. The increases in surface area at 0-32 seconds and 32-69 seconds are each statistically significant, as is the decrease at 69-174 seconds (P<0.001, one way ANOVA with Tukey's test). The cell carries between 5 and 14 filopodia in this period, but their combined area never exceeds 1.5% of the cell body, and is actually at its peak when the cell body area also peaks at 69 seconds. Cell volume fluctuated by no more than 1.6% over the whole period, with no change being statistically significant (P>0.05).
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A total of 10 cells analysed for 4-10 minutes all produced statistically significant changes in cell body surface area (P<0.001), with the largest increases for each cell ranging from 4.9-20.7% (mean 9.6±4.8%; ±s.d., n=10) and the largest decreases from 3.3-17.1% (mean 10.9±4.8%; ±s.d., n=10). Filopodia contributed 0.29-2.1% of surface area (mean 0.91±0.37%; ±s.d., n=10) and thus their withdrawal and extension cannot provide sufficient surface area to account for the observed fluctuations in cell body surface area.
In some cells there were also statistically significant changes in volume with increases of up to 8.3% and decreases of up to 12.3% (P<0.001). However, surface area expansions were often observed without a significant volume expansion, indicating that the two processes are not tightly coupled.
Surface area changes of unconstrained cells
We performed similar experiments with cells moving freely under buffer and expressing soluble GFP, which gives good surface rendering, but was less good for visualizing filopodia than cAR1-GFP. Since these cells are more rounded than those under agarose, reaching a height of 10-15 µm above the substratum, more sections were required in each confocal stack, and it was impractical to treat successive stacks as duplicates.
Fig. 8 shows the morphology of individual cells viewed from 30° to the horizontal, together with their relative areas and volumes (Movies 12-14 in supplementary material). Randomly moving cells change dramatically in shape and in relative area, especially when they round up and flatten out. The one shown in Fig. 8A is relatively elongated at the start of the sequence, and then goes through two cycles of rounding (at 60 and 260 seconds) and flattening during the next 12 minutes. As the cell flattens at 260-640 seconds, the surface area increases by 31%, whereas in the succeeding 80 seconds it rounds up and shrinks towards its original area. The chemotacting cell shown in Fig. 8B maintains a more constant shape, though with surface area fluctuations of 12% over 200 seconds. We also used a protocol where cells were first induced to round up by chilling on ice for 10 minutes, and then induced to move by warming to 22°C and stimulation with a micropipette containing cAMP. The cell in Fig. 8C rapidly flattens out and advances to the micropipette, embracing it at 140 seconds with an area increase of 20%. By contrast, there is little change in the surface area of the quiescent cell shown in Fig. 8D.
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Surface area measurements from a number of cells are summarized in Fig. 9. Both randomly moving and chemotaxing cells show substantial surface area fluctuations, which were greater in randomly moving cells, with increases of up to 35%, than in chemotaxing cells (25%) due to their greater propensity to round up and flatten out. Rounded cells that are stimulated with a cAMP-filled micropipette consistently show an increase in surface area of around 20%, whereas rounded, quiescent cells change very little.
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| Discussion |
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Endocytosis by aggregation-competent cells
Aggregation-competent cells in suspension take up an area equivalent to their entire surface every 11 minutes, comparable to the rate of growing cells (Aguado-Velasco and Bretscher, 1999
). The first phase of FM1-43 uptake rapidly saturates implying that most membrane returns to the surface within about 5 minutes, consistent with previous surface labelling experiments (Neuhaus and Soldati, 2000
). If the primary endocytic vesicles are spherical, their mean diameter can be estimated, from the rates of volume and surface uptake, as around 50 nm (see Materials and Methods). This is somewhat smaller than Dictyostelium coated vesicles (Swanson et al., 1981
) and early endosomes (Neuhaus et al., 2002
) but in the range of other small trafficking vesicles, such as synaptic vesicles (Takamori et al., 2006
). It seems that aggregation-competent cells rapidly endocytose their plasma membrane in small vesicles, and return it to the surface within a few minutes.
By contrast, cells growing in axenic medium take up most of their fluid by macropinocytosis in much larger vesicles of more than 1 µm in diameter (Hacker et al., 1997
), and only return it to the medium after a 45 minute lag (Aubry et al., 1997
).
Movement, but not initial cell polarization, depends on a functional NSF protein
NSF is required for disengaging SNARE complexes and is thus essential for many steps in the endocytic cycle (Malhotra et al., 1988
). The nsfA2 temperature-sensitive allele of NSF is fast-acting and fully reversible. We find that endocytosis and movement of starving, mutant cells are largely blocked at the restrictive temperature, as previously reported for growing cells (Thompson and Bretscher, 2002
). Polarization of the PtdIns(3,4,5)P3 signalling system (PI 3-kinases, PTEN and PtdIns(3,4,5)P3 itself) is unaffected in these conditions, suggesting that it does not depend on membrane trafficking, such as localized exocytosis to the leading edge. These cells round up at the restrictive temperature, and their surface area shrinks by around 25% (D.T. and R.R.K., unpublished observations), so it is likely that the physical expansion of pseudopodia is constrained by an insufficiency of membrane, even though actin polymerizes at the expected `up-gradient' site of pseudopod formation.
Absence of detectable membrane flow from the leading edge
Membrane flow from the leading edge of moving cells was suggested to explain the rearward movement of particles bound to the surface of many cell types (Abercrombie et al., 1970
). It was proposed to be produced by localized exocytosis at the leading edge and to provide motive force to the cell (Bretscher, 1984
). Results consistent with membrane flow have been obtained from giant HeLa cells (Bretscher, 1983
) fibroblasts (Hopkins et al., 1994
; Schmoranzer et al., 2003
) and Physarum plasmodia, where membrane vesicles can be seen approaching and fusing with the leading edge (Sesaki and Ogihara, 1997
). However, experiments with leukocytes and keratocytes, failed to detect any significant rearward membrane flow (Lee et al., 1990
; Kucik et al., 1990
), suggesting that this is not a universal property of moving cells, though it may be important for some of them.
We tracked photobleached or photactivated registration marks in the plasma membrane, with respect to the leading edge of a pseudopod. In no case did they move backwards from the leading edge, as required by the membrane flow hypothesis, but usually they moved forward roughly in concert with it. It might be argued that photobleaching somehow alters pseudopod behaviour; however, we saw no obvious morphological response to photobleaching and obtained a similar result from photoactivation experiments, where the light dose was reduced. We conclude that Dictyostelium cell movement does not involve any detectable membrane flow from the leading edge in the conditions we have used, consistent with the finding that late endosomes fuse with the plasma membrane preferentially at sites removed from pseudopodia (Charette and Cosson, 2006
). It seems that membrane required for the expansion of a pseudopod is not exocytosed at the leading edge but may be added at less defined sites in the cell body, and then `dragged' forward as required.
Surface area changes in cell movement
A variety of non-secretory cell types can rapidly and substantially increase their surface area by exocytosis of membrane. These include tissue culture cells stimulated by calcium transients (Borgonovo et al., 2002
), phagocytocytic cells engulfing a particle (Holevinsky and Nelson, 1998
; Hackam et al., 1998
) and epithelial cells lining the bladder or lung alveolae, which must cyclically increase their surface area (Truschel et al., 2002
; Fisher et al., 2004
). Since moving Dictyostelium cells constantly change their shape, it is no surprise that they also change in surface area, often by 20-30% over a few minutes.
As membranes are barely stretchable - only a 2-3% area increase is possible before they rupture (Mohandas and Evans, 1994
) - an increase in apparent surface area requires either exocytosis of internal membrane or the utilization of a reserve of folded surface membrane. Concertina-like membrane folding is seen in large amoebae (Komnick et al., 1973
), but not in Dictyostelium (Maeda and Gerisch, 1977
; Maeda and Eguchi, 1977
; Neuhaus et al., 1998
). A related possibility is that filopodia might provide a reserve of surface area (Erickson and Trinkaus, 1976
), but we have eliminated this possibility by separate measurement of their area. Although we cannot completely exclude the possibility of a membrane reservoir undetectable by our methods, we prefer to propose that the measured changes in surface area result from changes in the balance of membrane exocytosis and endocytosis.
Electron microscopy reveals abundant vesicles in the cytoplasm of aggregation-competent amoebae, including a population of small vesicles whose number fluctuates when cells in suspension are stimulated with cAMP (Maeda and Gerisch, 1977
). As their number drops, extensive fusion of vesicles to the plasma membrane is evident. These small vesicles are therefore a good candidate for the reservoir of membrane needed by moving cells to adjust their surface area.
| Conclusion |
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| Materials and Methods |
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Cells were transformed with the reporter constructs CRAC-GFP (Parent et al., 1998
), GFP being driven by the actin 15 promoter (Gerisch et al., 1995
), cAR1-GFP (Xiao et al., 1997
) and a photoactivatable version of it (Patterson and Lippincott-Schwartz, 2002
), ABD-GFP (Pang et al., 1998
), actin-GFP (Westphal et al., 1997
), PI 3-kinase-2 fused to cyan fluorescent protein (PI3K2-CFP) or PTEN-CFP (Funamoto et al., 2002
), by electroporation with 20-30 µg of plasmid DNA per 4x106 cells (Knecht and Pang, 1995
). Transformants were selected and maintained in axenic medium supplemented with 20 µg/ml G418, or 10 µg/ml blasticidin for plasmid pDT18. Mixed populations were used, except in the case of Ax2 expressing GFP, where a stable, strongly expressing clone was selected (strain HM2068).
Plasmid pDT18 (photoactivatible GFP fused to the C terminus of cAR1): cAR1 coding sequence, including the 5' ribosome-binding site, was PCR amplified from pZX2 cAR1-GFP (Xiao et al., 1997
) (5' primer: 5'-CAAAAGCTTAAATCGAATAAATTTAAGATTTTTCACAC-3'; 3' primer: 5'-CTTCTCCTTTACTCATGAATTCATTATTTCCTTGACC-3'), the product ligated into pBluescriptII KS (HindIII-EcoRI digestion) and photoactivatible GFP (Patterson and Lippincott-Schwartz, 2002
) PCR amplified from pcDNA3 (from Ben Nichols) (5' primer: 5'-CCGGAATTCAAAATGGTGAGCAAGGGCGAGGAGCTGTTCACC-3'; 3' primer: 5'-GTTGGATCCTTACTTGTACAGCTCGTCCATGCCGAGAGTG-3') ligated to cAR1 in pBluescrpitII KS (EcoRI-BamHI digestion). CAR1-photoactivatible GFP fusion was excised with HindIII-BamHI and inserted into the same sites of the Dictyostelium vector mRFPmars (Fischer et al., 2004
), yielding pDT18.
Microscopy and image analysis
Images of cells in Lab-Tek (Nalgene) chambered coverglasses containing 2 ml of KK2 were obtained using a 60x 1.4 NA oil immersion lens on a Nikon Eclipse TE300 inverted microscope, with a Bio-Rad Radiance confocal system. Temperature was controlled using a heated microscope stage (Linkam MC60) and an ASI 400 Air Stream Stage Incubator (Nevtek); cells were stimulated with a micropipette (Eppendorf Femtotips II) containing 1-2 µM cAMP using a micromanipulator (Eppendorf 5171). Immotile, rounded cells were produced by placing the coverslip on ice for 10 minutes. For under-agar experiments (Laevsky and Knecht, 2001
) 0.3-0.5 ml 0.6-0.7% SeaKem GTG agarose in KK2 was added per coverglass chamber and a 2x15 mm trough was cut and filled with 25 µl of KK2 containing 1-5x104 cells. Cells crawled under the agar by random movement, or chemotaxis after doping the agar with 1 µM cAMP. After 1-2 hours, when sufficient cells had migrated under the agar, 400 µl of KK2 was added to each chamber to prevent desiccation.
Cell velocity was measured using the manual tracking plug-in of ImageJ (Wayne Rasband, NIH). Surface area and volume were measured from reconstructions of stacks (0.3 or 0.5 µm increments) from strains expressing cAR1-GFP or GFP alone (HM2068) using Volocity (Improvision). z-axis elongation, due partially to mismatch in refractive indices, was determined by comparing the z- and x/y-axes of fluorescent beads (9.7 µm diameter FluoSpheres; Molecular Probes) and corrected by dividing stack increments by 1.97 (giving true z-axis increments 0.15 and 0.25 µm). Successive estimations of surface area and volume of a given bead differed by <1% and volumes were within 10% of that calculated from diameters. Surface area is systematically over-estimated by Volocity: the manufacturer reports that the surface area of a perfect sphere is over-estimated by 25% and we found the surface area of beads was 35% greater than calculated from their diameter. However, our conclusions depend on comparative, not absolute, surface areas and are qualitatively robust under varying conditions of microscopy (thickness of optical sections), and image analysis (smoothing of the image and selection of perimeter-recognition parameters). Filopodia visible in the raw images, tend to be truncated by the perimeter-recognition software; their individual length was measured separately and area calculated assuming a diameter of 0.1 µm.
GraphPad Prism 4 was use for statistical calculations.
Photobleaching and photoactivation
We employed a Zeiss LSM510 META confocal microscope with 40 mW argon (514 nm and 488 nm lines), 5 mW HeNe (546 nm line), and 80 mW krypton (413 nm line) lasers, collecting 16-bit images with a 63x 1.4 NA objective. cAR1-GFP was bleached at 488 nm (0.3-1.5 seconds, maximum power) and imaged using the 488 nm line (every 0.5-1.3 seconds, 5-15% maximum power). Photoactivatable GFP was activated at 413 nm (0.2-1.0 seconds, 40% maximum power) and imaged at 488 nm (every 0.59 seconds, 5-15% maximum power). Marks were 1.5-3.5 µm diameter.
Images were analyzed with the LSM reader plug-in of ImageJ. Intensity in regions representing the background (A), the entire cell (B) and the photobleached region (C) was measured and the ratio (C-A)/(B-A) normalized to the first pre-bleached frame, after setting the first bleached frame to 0. Recovery was fitted to a single exponential curve to obtain the half-time of fluorescence recovery (t1/2). Diffusion coefficients were calculated using D=(0.224xr2)/t1/2 where r is the radius of the photobleached region in cm (Soumpasis, 1983
).
Endocytosis
Membrane uptake: 5 ml cells at 2.5x106/ml in MK (20 mM MES, 10 mM KCl pH 6.2) were shaken at 180 rpm. At t0, 10 µM FM1-43 (a lipophilic dye taken up by membranes) was added and the fluorescence measured (PerkinElmer LS50 fluorimeter: 470 nm excitation, slit width 5 nm; 570 nm emission, slit width 10 nm) within 8 seconds, and the cells were then returned to the flask. In later experiments, uptake was measured directly with cells in a stirred cuvette; but note that this gives a higher uptake rate for reasons unknown.
Fluid phase uptake: FITC-dextran (Sigma FD-70; 70 kDa; 2 mg/ml final) was added to cells (1x107/ml) in MK which were shaken at 180 rpm, and triplicate 0.8 ml samples were taken into 0.75 ml ice-cold MKB buffer (MK buffer plus 0.5% w/v BSA) in a microcentrifuge tube held on ice. Cells were pelleted, the supernatant aspirated, and the pellet washed twice more in 1.5 ml ice-cold MKB, lysed in 1 ml 100 mM Tris-HCl, 0.2% (v/v) Triton X-100, pH 8.5 with agitation on a vibramixer for 5 minutes, briefly centrifuged (16,100 g, 2 minutes) and the supernatant fluorescence was determined (excitation 490 nm, slit width 2.5 nm; emission 520 nm, slit width 10 nm). Control samples were chilled in iced water for 10 minutes before adding FITC-dextran.
Size of primary endocytic vesicles
Endocytic vesicle mean diameter was calculated from the rates of volume uptake and surface uptake using the relationship V/A=r/3. As area uptake is measured relative to total area, an estimate of the total surface area of the cell is required. Reconstructions of aggregation-competent cells on a surface, give an uncorrected value of 694±180 µm2 (n=31), which is reduced to 452 µm2 because of the over-estimation of surface area given by the Volocity program (see above). Using this corrected value, the internal diameter of the endocytic vesicle (assumed to be round) is 41 nm. Allowing 4 nm for each membrane, the outer diameter of the vesicle is 49 nm. If cells are more rounded in suspension, where the uptake measurements are made, than on a surface, where the surface area is measured, the surface area may be an overestimate and the diameter correspondingly underestimated. The volume of these cells is 646±258 µm3 (n=31), which could be contained in a sphere of diameter 10.7 µm and area 361 µm2, giving an external diameter of 60 nm for the primary endocytic vesicle. Note that estimates are sensitive to any deviation from the assumption that FM1-43 uptake follows `average' membrane uptake - for instance if it was somewhat enriched in, or excluded from, the primary uptake vesicles.
| Acknowledgments |
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| Footnotes |
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