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* Ames LaboratoryUSDOE and Department of Chemistry, Iowa State University, Ames, Iowa 50011;
Endocrine Research Unit, Department of Internal Medicine, and
Division of Medical Oncology, Department of Oncology, Mayo Clinic and Mayo Foundation, Rochester, Minnesota 55905
Correspondence: Address reprint requests to Gerald J. Small, Ames LaboratoryUSDOE and Dept. of Chemistry, 757 Gilman Hall, Iowa State University, Ames, IA 50011. Tel.: 515-294-3859; Fax: 515-294-1699; E-mail: gsmall{at}ameslab.gov.
| ABSTRACT |
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S1 transition in the two cell lines. For the carcinoma cell line, the permanent dipole moment change value is a factor of 1.5 higher than for the normal cell line. It is speculated that this difference may be related to differences in mitochondrial membrane potentials in the two cell lines. | INTRODUCTION |
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The mechanism of NPHB has been elaborated in a series of papers by Small and co-workers (Hayes and Small, 1978
; Shu and Small, 1992
; Reinot and Small, 2001
) and has been discussed in several reviews (Jankowiak et al., 1993
; Reinot et al., 2000
, 2001
). The reader is referred to those papers for further details. Here it suffices to note that in disordered solids at low temperatures, there are molecular groups which can occupy two (or more) nearly isoenergetic configurations separated by a potential energy barrier. These two-level systems (TLS) can be subdivided into those intrinsic to the disordered solid, intrinsic TLS (TLSint), and those which are due to the presence of the dye molecule, extrinsic TLS (TLSext). Hole burning occurs via phonon-assisted tunneling of TLSext coupled to the dye molecule in its excited state. The tunneling occurs with a rate, R =
exp(-2
), where
is proportional to the square of the tunneling frequency, and
is the tunneling parameter. As described by Shu and Small (1992)
, an outside-in process is involved where tunneling of the more distant TLSint precedes the rate-determining step of tunneling of TLSext. It is the tunneling of TLSext which results in a shift of the absorption energy of the dye and, thus, a hole. This hole will persist as long as the sample lacks sufficient thermal energy for the reversion to the original molecular configuration.
In Milanovich et al. (1998a
,b)
, an analogy was drawn between HBI and magnetic resonance imaging. This analogy was based on the fact that magnetic resonance imaging measures proton T1 relaxation times, whereas HBI, in part, depends upon the T2 optical dephasing time. That measurement of T2 might be useful in detecting cellular/tissue anomaly was suggested by the work of Furusawa et al. (1994)
on variation of photon echo decay of animal and human tissue samples stained with various rhodamine dyes. However, in Milanovich et al. (1998a)
, it was shown that hole width measurements for cells stained with the phthalocyanine dye, aluminum phthalocyanine tetrasulfonate (APT), could not be used to differentiate between a cell line derived from cancerous tissue and a related, nondiseased line. The hole width is the hole-burning parameter most directly dependent on T2. However, one of the strengths of hole burning is that there are a variety of parameters that can be measured and Milanovich et al. (1998a)
showed that the cell lines did differ in their response to an applied electrical field.
In Milanovich et al. (1998a
,b
), the cells studied were from the cell lines MCF7 and MCF10F. These are human breast epithelial cells that are, respectively, a carcinoma cell line and a noncancerous line from the same patient. Each line was stained with the APT dye and hole-burning measurements made. Although no differences between the two cell lines were detected for hole widths, burn kinetics, or pressure shifts of holes, a small difference in the dipole moment change was measured by electric field effects (Stark effect). The failure to detect differences in other hole-burning parameters was attributed to the fact that the dye used was not organelle-specific, and the staining times used caused the dye to permeate throughout the cell. In the present work, a dye specific for the mitochondrial membranes is used. This organelle was targeted because it is known that there are significant differences in the membrane potentials of mitochondria in cancerous and normal cells.
In addition to changing the dye, different cells lines from those used previously were used. The reason for this was that the MCF-10F cell line, although originally derived from normal breast epithelial tissue, has become immortalized. From this it can be inferred that the cell line is no longer "normal," as normal human cells do not propagate eternally. Fortunately, techniques utilizing expression of viral proteins such as the SV40 large T antigen, a protein that does not induce transformation or immortalization, have been developed to allow extended culture of normal cells (Maines-Bandiera et al., 1992
; Nitta et al., 2001
; Chou, 1989
; Jenkins, 1999
). These techniques have allowed the development of cell lines that can serve as appropriate controls for experiments on diseased cells.
In this work, new cell lines were chosen that would present improved comparative carcinoma and normal analogs, both of which are characterized and in the case of the normal analogs have not undergone immortalization. The means by which the latter was accomplished was to use the common technique of infecting the cells with a retroviral construct encoding a temperature-sensitive mutant of the SV40 large T antigen. This work extends the previous observations by using two epithelial ovarian cell lines: one, a carcinoma cell line derived from a high-stage, high-grade serous tumor, the most commonly diagnosed form of ovarian cancer, and the second, a line derived from normal ovarian surface epithelium (Conover et al., 1998
). The studies on the normal line are possible because the cells express a temperature-sensitive large T antigen that allows growth of the cells at the permissive temperature (34°C). At the nonpermissive temperature (39°C), the mutant large T antigen is unstable and the protein is incapable of interacting with cell cycle control proteins to promote proliferation, leading to a halt in cell division and a return to baseline conditions (Resnick-Silverman et al., 1991
). It is documented (Jha et al., 1998
) that this method allows the cells to proliferate without the disadvantage of causing large genetic and/or morphological changes in the cells typically brought about by increased passaging of cell cultures obtained from normal tissue.
The cell lines utilized were of human ovarian surface epithelial origin, with the carcinoma cell line (OV167) having been characterized previously by Conover et al. (1998)
and the temperature-sensitive SV40 normal analogs (OSE(tsT)-14) characterized by Kalli et al. (2002)
. Ovarian surface epithelial cells are thought to be involved heavily in the onset of ovarian cancer, as it has been documented (Scully, 1977
) that
90% of ovarian cancers have their origin in this cell type.
Here results of confocal microscopy are presented which verify the location of the MF680 dye within the mitochondria. Hole-burning results for the dye in the two cell lines are then presented which show that although hole widths and mean phonon frequencies of sideband holes are quite similar for the cell lines, the cell lines can be distinguished by hole-growth kinetics (HGK) or Stark broadening measurements. The HGK results are particularly interesting as these measurements could be made with an inexpensive diode laser and, thereby, may be useful for screening of cell populations. The Stark measurements, on the other hand, are more involved, but may be a useful technique for investigating mitochondria and mitochondria membrane potential. In the present study, the permanent dipole moment changes of the cell lines as determined by the Stark measurements differ by a factor of 1.5 for the two cell lines. This difference is similar to the difference of mitochondrial membrane potential between cancerous and normal cell lines (Johnson et al., 1980
; Summerhayes et al., 1982
; Modica-Napolitano and Aprille, 1987
; Davis et al., 1985
; Dairkee and Hackett, 1991
).
| EXPERIMENTAL |
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Staining
Staining of the culture was accomplished by dissolving the MF680 (rhodamine 800; MitoFluor Far Red 680, Molecular Probes, Eugene, OR) initially in DMSO, then diluting into 1x Phosphate Buffered Saline to the desired concentration for staining. Incubations were carried out under normal culture growth conditions, and cells were rinsed three times with Phosphate Buffered Saline before cryopreservation. Hole-burning experiments were conducted with cells stained with MF680 at a concentration of 40 nM for 15 min; confocal experiments were conducted as noted.
Cryopreservation
Cells were cryopreserved by suspending in 130 µL of their respective medium with 5% DMSO and subsequent placement in a gelatin capsule. Because the capsules tended to soften and dissolve before freezing, two sizes were used (#4 and #5), with the smaller #5 being placed inside the larger #4. The entire suspension was placed in a Nalgene Cryo 1°C freezing container (Nalgene Products; Rochester, NY) and frozen to -70°C undisturbed for at least 4 h. Capsules were then plunged directly into liquid helium for hole-burning studies. Cells were also tested for poststaining and freezing viability by rapidly thawing and returning the cells to their respective medium.
Confocal microscopy
All confocal and time-lapse imaging was performed at the Roy J. Carver Laboratory for Ultra-high Resolution Biological Microscopy (Iowa State University; Ames, IA). The microscope utilized for both imaging methods was a Nikon Eclipse TE200 with an inverted 60x oil-immersion lens (NA: 1.40; Theoretical Resolution at 632.8 nm: 0.276 µm). The confocal/video instrumentation was manufactured by Prairie Technologies, LLC (Middleton, WI). Confocal imaging was performed with He-Ne (632.8 nm) and Ar+ (514 nm) ion lasers for excitation, with photomultiplier tube (PMT) detection, and a pinhole size set to 100 µm. All software to control the hardware was by Prairie Technologies utilizing National Instruments LabView 5.1.
Cells were grown and imaged on poly-L-Lysine (Sigma; St. Louis, MO) treated coverglass (25 x 75 mm). To facilitate multiple stainings without removing the sample from the microscope, an in-house silicone culture well (vol.
0.5 mL) was created and affixed to the glass. Cultures were transferred 2448 h before use, and were incubated under normal conditions. All images were collected within 1 h of preparation. Cells cultured for use in confocal microscopy studies were not passage-restrained, but were within one passage of those used for hole-burning studies.
Laser/cryostat system for hole burning
The fluorescence excitation system has been previously described (Milanovich et al., 1998b
), with the exception of a few modifications. In brief, a ring dye laser using LD 688 (Exciton; Dayton, OH) was pumped by a Coherent Innova 90-6 argon ion laser (Coherent; Santa Clara, CA). The laser system provided 100500 mW power over a wavelength region of 660720 nm. Laser intensity was stabilized by an LS100 laser power stabilizer (Cambridge Research and Instrumentation; Cambridge, MA) and the laser beam spot was expanded with a telescope. Two scanning modes were utilized: broad-range scanning without intercavity etalons (scanning range and linewidth of 1000 cm-1 and 0.1 cm-1, respectively) and short-range scanning with intercavity etalons (scanning range and linewidth <1.5 cm-1 and <0.0003 cm-1 (<10 MHz), respectively). When necessary, laser polarization was controlled with a polarization rotator.
Laser intensity for hole burning and scanning was varied with the use of a series of neutral density absorption filters. Scanning fluences were chosen to avoid additional burning during the scan. Burn kinetics were collected with rapid sampling at 0.1 s per channel for the first 30 s, as the signal tends to show the greatest decrease in this time. After 30 s, channel collection time was increased to 1 s.
Fluorescence intensity was measured with a Hamamatsu model R2949 multialkali PMT and photon counter (Model #SR-400, Stanford Research; Sunnyvale, CA). A 720-nm low pass filter (Model #720ALP, Omega Optical; Brattleboro, VT) was used to block excitation frequencies from reaching the PMT. Laser scanning and data collection were done with a computer running in-house software.
For the cells and the glycerol-water mixture, hole burning was performed with the sample mounted in a continuous flow cryostat (Model STVP-100, Janis Research; Wilmington, MA). Both kinetics and Stark experiments were done using a sample holder described previously (Milanovich et al., 1998a
). Briefly, for the Stark experiments two Teflon walls separated by 11 mm and positioned parallel to the cryostat walls hold two copper electrodes positioned perpendicular to the cryostat walls and separated by 4.95 mm. The hole-burning apparatus for the hyperquenched glassy water (HGW) system has been described previously (Reinot and Small, 2001
), and was performed by thermospraying an aqueous MF680 (10-5 M) solution onto a copper block under vacuum and at
5 K.
| RESULTS |
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B, indicated in the figure. The spectra shown in Fig. 2 B are typical: a sharp hole coincident with the burn wavelength (the zero-phonon hole, ZPH) and to longer wavelength a broad hole due to burning of sites which absorb at
B through phonon absorption (the pseudo-phonon sideband hole, pseudo-PSBH). Both the ZPH width and the pseudo-PSBH frequency displacement from
B are characteristic of the hole-burning system (dye plus matrix). In the present case, however, there is no significant difference between these parameters for the two cell lines (vide infra). Other characteristic hole-burning parameters which can be measured are the rate of growth of the ZPH and its broadening or splitting with an applied electric field or with applied pressure. Hole-growth kinetics are presented in this section and electric field-induced broadening data in the next section. Pressure broadening measurements were not a part of the present study.
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3 nm. Shown in Fig. 2 B are representative "deep" burns, created with fluences for the intracellular samples of 1.4 J/cm2 and for the HGW sample, 33 mJ/cm2. The sharp feature coincident with
B is the zero-phonon hole. To lower energy of the ZPH are pseudo-phonon sideband holes (marked with arrows in the figure). For the HGW and normal cells the PSBH is observed to be 30 ± 3 cm-1 and for the carcinoma cells 28 ± 3 cm-1. Although not significantly different between the two cell lines, the large separation between the ZPH and the PSBH translates into favorable conditions for observing HGK for the formation of ZPHs with little or no interference from the PSBH.
A representative comparison of the burn kinetics for each of the two cell lines is presented in Fig. 3. Fits (vide infra) obtained from the data are superimposed to show the agreement with actual data. It is apparent from the figure that the carcinoma cells burn to a deeper fractional hole depth with respect to the normal cells in the same amount of time for the same burn intensity. Experimentally obtained NPHB kinetics curves were fit using (Reinot and Small, 2000
):
![]() | (1) |
B. P is the total photon flux with units of number of photons cm-2 s-1. P was determined from the laser power, taking into consideration the beam size at the sample and attenuating filters in the beam path.
is the angle between the laser polarization and the molecular transition dipole, and f(
) is the Gaussian distribution function of tunneling parameter
for the TLSext active in hole burning. The unitless parameter
0 is the distribution center and 
, the standard deviation of the distribution. The parameter
is the peak absorption cross-section (2.8 x 10-12 cm2). The average quantum yield for hole burning,
, is given by (Reinot et al., 1997b
![]() | (2) |
exp(-2
) represents the phonon-assisted tunneling relaxation rate, with
set to 7.6 x 1012 s-1 (Kim et al., 1996
, the fluorescence lifetime, was determined to be 1.8 ns in aqueous solution at 77 K. A quantum mechanical expression for
can be found in Kenney et al. (1990)
and
each cause a distribution of hole-burning rates that leads to dispersive kinetics, and it has been shown (Reinot and Small, 2000
distribution is the dominant factor for the first
80% of the burn (to saturation). When fitting kinetics data, it is necessary to know the Huang-Rhys (S) factor. The maximum depth of the saturated ZPH is given by e-S. For the fits shown, S was set equal to 1.1, based on independent measurements of saturated hole depths (data not shown). In the fitting procedure, the value of S determines the limiting value of D(t). The data presented in Table 1 represent the average values of
0 and 
from multiple experiments for each cell type. Fig. 4 compares the hole-growth kinetics for burn wavelengths that approximately account for the observed shift in fluorescence excitation profiles between cell types. By comparing burn wavelengths that are offset by
2 nm (compared to the
3-nm shift in fluorescence excitation maxima), the data are corrected for any burn wavelength dependence of the kinetics. The HGK curve for the normal cells was burned at 710 nm, and the carcinoma line was burned at 712 nm. As can be seen in the curves, burn rate differences are still observed for each cell line.
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Representative results for the application of external electric fields (ESt) to MF680 in a water-glycerol mixture (1:1) and in OV167 cells are presented in Fig. 5. Note that the signal-to-noise ratio is lower for the dye in mitochondria than for the dye in aqueous solution. This is due to a reduction in fluorescence quantum efficiency of
4 as has been reported previously by others (Sakanoue et al., 1997
). Despite the lower signal to noise, data over a sufficient range of voltages can still be obtained. Data for only one of the cell lines is displayed. Superimposed on the ZPH profiles are Lorentzian fits.
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) are plotted against ESt according to the following equation:
![]() | (3) |
is the width of the ZPH at zero field and includes contributions from both the homogeneous width of the ZPH plus any additional width from spectral diffusion or fluence broadening. F is defined by
![]() | (4) |
µ is zero. However, for F
3.5, a condition met in the present work, use of a distribution for
µ makes little difference. Eq. 3 provides a relation by which
µ, the change in permanent molecular dipole moment, can be determined from the ZPH width at an applied ESt. This parameter can be written as
µ =
µmol +
µind, where
µmol is the intrinsic molecular dipole moment change and
µind is the matrix-induced dipole moment change. The relative magnitudes of these two terms determine whether Stark splitting or Stark broadening will be observed. If
µmol is dominant, the photoselection phenomenon enables one to probe molecules for which the angle between
µmol and the polarization vector of the light is well-defined. In this case a Stark splitting will be observed for one of the orientations of ESt. However, when
µind is dominant only Stark broadening is observed because the orientations of
µind relative to the molecular transition dipole is random for a disordered matrix. In the present case, only broadening of holes is observed, indicating that
µind >>
µmol. Further discussions of the significance of dipole moment measurements with regard to cellular ultrastructure will be given later. In Fig. 6, the solid curves are representative theoretical fits using Eq. 3 illustrating the dependence of hole width on ESt. Only the linear Stark effect is observed, which occurs when the internal electric field surrounding the chromophore is considered to be much larger than ESt (Rätsep et al., 1998a
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µ for MF680 in several types of samples are presented in Table 2. Contained within the table are some previously reported values for the sake of comparison. The f
µ values for MF680 in a 1:1 mixture of water-glycerol are quite similar to those for the dye in OSE(tsT)-14 cells. For water-glycerol, only one polarization of the laser, EL, relative to ESt is presented (the parallel case), inasmuch as for EL
ESt Stark splitting was observed. Splitting was not observed in either cell line, however, a result of intercellular dye molecule orientations being random (vide infra). Notably, the f
µ values presented here show roughly a 1.5-fold increase in the carcinoma cells over the normal analogs. OSE(tsT)-14 cells were also stained without high temperature incubation treatment to test for any effect the SV40 virus might have on the cell. The normal analogs with the SV40 antigen still present (ltOSE(tsT)-14) exhibit an intriguing result, in that the measured
µ changes roughly align with those of the OV167 carcinoma line. This is explained considering the mechanism of SV40 transfection: the still-present antigen preferentially binds to the p53, pRb, and p300 proteins, all of which are involved in cell proliferation control (Ali and DeCaprio, 2001
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| DISCUSSION |
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From the data presented in Fig. 3, it is evident that the MF680 probe molecule is located in a nonaqueous environment. MF680 excitation profiles show a large red shift in the dye located in either cell line relative to the dye being located in water (HGW or a glycerol-water glass). The dye molecule is lipophilic and cationic, and thus preferentially locates in the lipid-based, negatively charged mitochondria. Although there is a shift in the fluorescence excitation profile between the two cell lines, the spectral shift is small relative to the profile width, and would not be accurate as a diagnostic due to uncertainties in measurements that would accompany large-scale sampling techniques. Furthermore, these shifts would not be evident in heterogeneous mixtures of samples, whereas hole-burning characterization has the potential for resolving differences in such samples (vide infra).
Interpretation of the above results concerning HGK provides intriguing insight into the cell line ultrastructures. Recalling that the
-distribution is dominant in Eq. 1, fitting kinetics curves yields 
, the standard deviation of the distribution, and, thus, a parameter that directly reflects the order of an amorphous matrix (structural heterogeneity). For the two cell lines presented, the carcinoma cells display lower values for
o (the mean distribution of tunneling rates) and 
(distribution standard deviation). Notably, the 
value is directly related to the degree of structural heterogeneity of a guest imbedded in a structurally disordered host, and in the present case is interpreted to mean that carcinoma mitochondrial ultrastructures are more ordered relative to the normal cell line. Reasoning behind this observation in HGK differences is limited to speculation at this point, but may be due to structural differences noticed in confocal microscopy studies. From these studies, it was observed that the OV167 cell line exhibits small, more cobblestone-like shapes for the majority of the cells. Experiments were also conducted with higher magnification (100x) than presented in Fig. 1 (60x), with the further finding that the mitochondria observed within the OV167 cells are shorter, more highly aggregated structures relative to the OSE(tsT)-14 normal cells, possibly due to the rapid proliferation rate of the carcinoma cell line. It is conceivable that these smaller structures are more uniform in ultrastructure as a consequence of the increased rate of cellular reproduction, and this would dictate that long networks of mitochondria were not formed within the time frame used in these experiments. Such networks were observed in the normal cells, as with passage these cells change from the rounded "cobblestone" morphology to the "atypical," fibroblast-like morphology as previously characterized (Auersperg and Maines-Bandiera, 1994
).
A point of importance from this data is the consideration of the ease with which dispersive HGK can be measured. The only necessity is the measurement of fluorescence intensity (versus time) with application of a narrow band laser at cryogenic temperatures, which can be accomplished with an inexpensive diode laser. Further, detection methods could be varied as well, and work to develop a detection system based on optical microscopy (with CCD detection) is proceeding (Walsh, 2002
), with potential for use in analysis of single cells, cell smears, and tissue samples. Other hole-burning parameters that were measured for the cell lines were ZPH width, mean-phonon frequency, and electron-phonon coupling strength. The ZPH widths and electron-phonon coupling strengths did not differ significantly for the two cell lines. The mean phonon frequencies appear to differ slightly (see Fig. 2), but the difference is within the experimental error of the measurement. Thus, none of these parameters provide a reliable method of differentiating the cell lines. Although the Stark results also show differences between the cell lines, these measurements are more involved than the HGK measurements. Thus, the Stark differences are less likely to be useful as a diagnostic technique.
A final point of consideration regarding HGK is the observation that the 
values for the carcinoma cells show a measurable burn frequency dependence (Table 1) for fitting parameters whereas the normal cells do not. It is possible that this is due to differences in the fluorescence excitation profile peaks observed between the two types of cells. For the normal cells, all the burn wavelengths used are to the red of the fluorescence excitation peak. For the carcinoma cells, however, the shorter burn wavelengths are to the blue of the peak. Thus as the burn wavelength decreases for the carcinoma cells, there is more likelihood of vibronic hole burning that may interfere with the kinetics measurements.
The Stark values presented in Table 1 show further evidence of unique interactions between the MF680 dye and the surrounding cellular matrix for each cell line. Our previous interpretation (Walsh et al., 2002
) of this data concluded that the 1.5-fold increase in permanent dipole moment changes for carcinoma cells were consistent with the observations of others (Johnson et al., 1980
; Summerhayes et al., 1982
; Modica-Napolitano and Aprille, 1987
; Davis et al., 1985
; Dairkee and Hackett, 1991
) who have measured 
m to be
1.5-fold higher in cancerous cells, and that this was the source of the increase for the f
µ values determined. Experiments to measure 
m for the cell lines used here are under way. Also hole-burning experiments are planned utilizing a dye probe specific for mitochondria that is not dependent on membrane potential for specificity.
For reference, Stark data from the MCF7 and MCF10F cell lines are also presented in Table 1. With these cell lines, it was speculated that the slight difference seen in the dipole moment changes between the MCF10F and MCF7 line for the case of ESt || EL was attributable to
µind not being completely random, and that some degree of ordering existed within the MCF10F cells that did not exist within the cancer cells. For the present case, however, neither orientation of ESt with EL dominates, indicating that
µind dominates
µmol and varies in sense from molecule to molecule.
An f
µ comparison between the htOSE(tsT)-14 and that of water-glycerol exhibits no difference within experimental uncertainty. These cells were found to be viable after freezing, staining, and resuspending in growth medium, and also exhibited the large fluorescence excitation profile red shift relative to MF680 in water-glycerol, so that cell death can be ruled out as a possible explanation for this observation.
| ACKNOWLEDGEMENTS |
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Submitted on July 31, 2002; accepted for publication October 11, 2002.
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