AJP - Heart Calcium Transients and Cell-Sarcomere
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Am J Physiol Heart Circ Physiol 279: H1421-H1433, 2000;
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Vol. 279, Issue 3, H1421-H1433, September 2000

SPECIAL COMMUNICATION
Ratiometry of transmembrane voltage-sensitive fluorescent dye emission in hearts

Stephen B. Knisley, Robert K. Justice, Wei Kong, and Philip L. Johnson

Department of Biomedical Engineering of the School of Engineering, The University of Alabama at Birmingham, Alabama 35294-0019


    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Transmembrane voltage-sensitive fluorescence measurements are limited by baseline drift that can obscure changes in resting membrane potential and by motion artifacts that can obscure repolarization. Voltage-dependent shift of emission wavelengths may allow reduction of drift and motion artifacts by emission ratiometry. We have tested this for action potentials and potassium-induced changes in resting membrane potential in rabbit hearts stained with di-4-ANEPPS [Pyridinium, 4-(2-(6-(dibutylamino)-2-naphthalenyl) ethenyl)-1-(3-sulfopropyl)-, hydroxide, inner salt] using laser excitation (488 nm) and a two-photomultiplier tube system or spectrofluorometer (resolution of 500-1,000 Hz and <1 mm). Green and red emissions produced upright and inverted action potentials, respectively. Ratios of green emission to red emission followed action potential contours and exhibited larger fractional changes than either emission alone (P < 0.001). The largest changes and signal-to-noise ratio (signal/noise) were obtained with numerator wavelengths of 525-550 nm and denominator wavelengths of 650-700 nm. Ratiometry lessened drift 56-66% (P < 0.015) and indicated decreases in resting membrane potential. Ratiometry lessened motion artifacts and increased magnitudes of deflections representing phase-zero depolarizations relative to total deflections by 123-188% in intact hearts (P < 0.02). Durations of action potentials at different pacing rates, temperatures, and potassium concentrations were independent of whether they were measured ratiometrically or with microelectrodes (P >=  0.65). The ratiometric calibration slope was 0.017/100 mV and decreased with time. Thus emission ratiometry lessens the effects of motion and drift and indicates resting membrane potential changes and repolarization.

potentiometric dye; Pyridinium, 4-(2-(6-(dibutylamino)-2-naphthalenyl) ethenyl)-1-(3-sulfopropyl)-, hydroxide, inner salt; potassium; action potential


    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

TRANSMEMBRANE voltage-sensitive fluorescent dyes have been used to monitor fast events such as action potentials and membrane polarization produced by electric stimulation. However, the fluorescence emission and fractional fluorescence change depend on variables, including dye concentration, dye internalization to the inner leaflet of the membrane, dye photobleaching, and possible changes in excitation light intensity, which are effects that can occur slowly and are not related to transmembrane potential. Thus fluorescent dyes may not be suitable for measuring slow changes of the resting membrane potential such as those produced by hyperkalemia or ischemia.

However, optical mapping studies in hearts have not used all of the information contained in the emitted light of a dye. The emission spectrum of the dye di-4-ANEPPS [Pyridinium 4-(2-(6-(dibutylamino)-2-naphthalenyl) ethenyl)-1-(3-sulfopropyl)-, hydroxide, inner salt] undergoes a reversible shift toward shorter wavelengths in response to membrane depolarization, i.e., electrochromism (10). Cardiac optical mapping studies have frequently measured the decrease in emitted light for wavelengths longer than ~600-650 nm (red portion of the emission spectrum). Our recent measurements of di-4-ANEPPS emission spectra in hearts indicated that with an appropriate excitation wavelength, both red and green portions of the emission spectrum can be measured. The emitted light for shorter wavelengths (green) increases simultaneously with the decrease in red emission during depolarization (17).

The availability of both red and green emission signals may allow improvements in recording of changes in the membrane potential by using the ratio of the green and red signals in hearts, as was developed by Bullen and Saggau (5) for measurements in hippocampal neurons during voltage-clamp pulses. Changes in fluorescence that are common to both signals should theoretically cancel in a ratio. Therefore, effects of dye photobleaching and variations in dye concentration, which should affect both red and green signals, may be lessened.

Also motion artifacts may be lessened, which was described for transmembrane voltage changes in arterioles and heart cell cultures and calcium signals from hearts (2, 4, 23). Motion is a limitation of optical mapping of transmembrane potentials in the heart, requiring mechanical stabilization, pharmacological electromechanical uncoupling, or use of temporal derivatives of the optical signal to detect repolarization of the action potential (6, 8, 9, 12, 13).

This study considers ratiometry of epicardial di-4-ANEPPS emission in isolated rabbit hearts with excitation by a laser beam. Ratiometry was performed for action potentials and resting membrane potential changes produced by potassium infusion. We measured emission in two optical bands and, in separate experiments, 16 bands using a spectrophotometer to determine the impact of the selection of emission wavelengths used for the numerator and denominator.


    METHODS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Heart preparation. Hearts (n = 11) were removed from pentobarbital-anesthetized New Zealand White rabbits in accordance with Institutional Animal Care and Use Committee guidelines. Hearts were initially perfused with a solution containing (in mmol/l) 129 NaCl, 5.4 KCl, 1.8 CaCl2, 1.1 MgCl2, 26 NaHCO3, 1 Na2HPO4, 11 glucose, and 0.04 g/l bovine serum albumin, at an aortic pressure of 60-80 cmH2O and a temperature measured with a miniature probe (Physitemp) in a ventricular chamber of 35-36°C. Later studies used injection of a 5- to 10-ml bolus of solution with potassium concentration of 40 or 100 mM into the perfusing tubing or 1 min of perfusion with a solution in which the potassium concentration was increased to 20 mM by the addition of KCl. All solutions were equilibrated to 95% O2-5% CO2 and pH of 7.3-7.4 with gas exchangers fabricated from silicone tubing. Optical recordings were obtained from all hearts. In the first five hearts, of which simultaneous microelectrode recordings were obtained in two hearts, diacetyl monoxime (15 mM) was present in the solution during all recordings to reduce cardiac movement (3, 21, 25). Two other hearts did not receive diacetyl monoxime and were endocardially prefrozen with a 10-mm left ventricular catheter containing liquid nitrogen for 6 min. This produced an epicardial layer (~1 mm) of viable cardiac fibers that exhibited action potentials and contractility (1, 20). Four other hearts were not endocardially prefrozen and were studied both with diacetyl monoxime (20 mM) during simultaneous optical and microelectrode recordings and with no diacetyl monoxime during optical recordings to allow analysis of effects of heart motion. These four hearts had atrioventricular block produced by thermal ablation at the beginning of the experiment and were paced for at least 10 min at approximately twice the threshold strength and 3-ms pulse duration from a bipolar electrode on the ventricular epicardium at intervals from 150 to 1,250 ms. One of the hearts fibrillated during pacing at 150 ms. Orders of perfusion with and without diacetyl monoxime and of different pacing rates were varied. Three of the hearts were further studied at a temperature of 22-23°C by turning off the perfusate heater.

Potassium change. Because the resting membrane potential in cardiac tissue is depolarized by the addition of extracellular potassium, we used potassium bolus injections or steady perfusion of hyperkalemic solution to alter the resting membrane potential (18). In preliminary tests, the delay from potassium bolus injection to the solution change at the aortic cannula was determined with blue dye and with measurement of transmittance of laser light through the cannula. Also elevated potassium concentration in effluent from hearts after bolus injection was verified with an electrolyte analyzer. In some experiments, a custom-fabricated aortic cannula containing a potassium ion-selective electrode (TIPK, World Precision Instruments, Sarasota, FL), reference, and ground electrodes was used to indicate timing of the potassium change just above the left ventricle. The potassium signal was recorded simultaneously with optical signals.

Ratiometric fluorescence emission measurements. Hearts were stained with di-4-ANEPPS dissolved in ethanol that was gradually injected into the perfusion tubing (total 0.2-0.3 ml in 15 min). The heart gently contacted a transparent plate through which excitation and emission light passed. In some experiments the plate contained a 1-cm diameter hole to allow positioning of an intracellular microelectrode near the optical recording site. Two optical recording systems were used with different hearts (Fig. 1). In both systems, a 488-nm argon laser excited the di-4-ANEPPS. This wavelength is near the excitation peak or crossover wavelength (480 nm in bilayer), which minimizes transmembrane voltage dependence of absorption (5, 10). Thus the fractional change of red fluorescence is expected to be less than that found when a longer excitation wavelength is used (5). With a two-photomultiplier tube system, the laser scanned 63 spots in a 1-cm2 region of epicardium. Red fluorescence was collected with a photomultiplier tube that had its photocathode covered with a long-pass glass filter (>610 nm), whereas green fluorescence was collected with another photomultiplier tube covered with an interference filter (half-height bandwidth of 534-546 nm). The photomultiplier tubes were positioned side by side and sufficiently far from the heart so that the optical path from the heart was essentially the same for both tubes (maximum angular difference <3°) and incident fluorescence was approximately perpendicular to the filter surface.


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Fig. 1.   Optical recording systems for ratiometric measurements in rabbit hearts stained with transmembrane voltage-sensitive fluorescent dye di-4-ANEPPS. A: for two-photomultiplier tube (PMT) system, blue laser beam (488 nm) steered by acousto-optic deflectors (AODs) excited epicardial fluorescent dye. Green (540 ± 6 nm) and red (>610 nm) fluorescence emission was collected with two PMTs that had filters covering their photocathodes. B: for spectrofluorometer system, stationary laser beam excited epicardial fluorescent dye. Emission was collected with spectrometer containing photodiodes that recorded 16 bands from just above the laser wavelength to a maximum of 838 nm.

Before recordings, high-voltages (i.e., gains) for each photomultiplier tube were adjusted during laser excitation to produce identical DC fluorescence signals. The relative flux density of fluorescence in the two wavelength bands was determined by moving both optical filters to the opposite photomultiplier tube without changing the high voltages. Before moving, flux densities were inversely proportional to photomultiplier gains. After moving, the photomultiplier with larger gain received the fluorescence wavelength band with larger flux density, and hence the ratio of signals represented the square of the ratio of flux densities. This method ignores differences in photocathode sensitivity at different wavelengths and maximum filter transmittances. The ratio was compared with theoretical ratios calculated from areas under a gaussian curve with a peak at 620 nm and standard deviation of 62 nm that was fit to a di-4-ANEPPS emission spectrum with previously described methods (17).

In preliminary studies, the ratio of the two photomultiplier tube signals during action potentials was determined online with an analog circuit (MPY634BM, Burr-Brown, Tucson, AZ). For experiments included in results, the system hardware was altered to digitize signals from both of the photomultiplier tubes alternately at a rate of 500 Hz per tube. Changes in the ratio were then calculated from digitized data.

In some hearts, a spectrofluorometer system was used that contained a spectrograph (77400, Oriel, Stratford, CT) and a 16-element photodiode array (PDB-C216, Photonic Detectors, Simi Valley, CA) as described (17). Fluorescence emission in 15 or 16 adjacent bands of wavelengths from just above the laser wavelength of 488 nm to 817 or 838 nm was digitized at a sampling rate of 1,000 Hz.

An intracellular glass microelectrode filled with 3 M KCl was positioned near the optical recording sites in six hearts to measure transmembrane potentials. The microelectrode signal was recorded simultaneously with optical signals on a digitizing oscilloscope (Norland 3001A, Atkinson, WI) or a separate channel of each of the optical recording systems. All recordings in this study were DC coupled.

Data analysis. Fluorescence signals and ratios were calculated and graphed with a computer (Sparcstation 20, Sun Microsystems, Mountain View, CA) using PV Wave or Matlab. So that differences after versus before action potential phase-zero depolarization or potassium infusion represent all available data from the two-photomultiplier tube system, measurements were performed on averaged recordings for all laser spots. Recordings were not temporally smoothed. Changes in fluorescence and ratios produced by phase-zero depolarizations or potassium-induced depolarizations were determined from the mean values in 6-ms segments before and after depolarization. The RMS noise (i.e., positive square root of the average of the squares of the deviations of the flourescence samples about their mean) was determined for 6-ms segments before depolarization. Comparisons of action potential duration measured with the microelectrode versus that measured ratiometrically were performed with a single laser spot near the microelectrode. Summaries are given as means ± SD. Statistical significance was determined with the two-tailed t-test or analysis of variance. A P value <0.05 was considered significant.


    RESULTS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Dual-emission wavelength measurements. Figure 2 shows results from the two-photomultiplier tube system and a simultaneous signal from an intracellular microelectrode. The green signal (wavelengths of 540 ± 6 nm), the red signal (wavelengths >610 nm), and their ratio are shown. The red signal contains an inverted action potential, i.e., downward deflection corresponding to the phase-zero depolarization and upward deflection corresponding to the gradual repolarization of the action potential. The green signal contains an upright action potential. These recordings indicate a shift toward shorter emission wavelengths when the membrane depolarizes.


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Fig. 2.   Green and red fluorescence signals recorded with two-photomultiplier tube system (A), their ratio (B), and simultaneous intracellular microelectrode signal (C). The ratio of green to red fluorescence had larger fractional change during action potential phase-zero depolarization compared with either red or green signal and followed contour of transmembrane voltage measured with microelectrode. The fluorescence intensities of green and red signals (A) were proportional to the values on the ordinate (i.e., 0 would correspond to 0 fluorescence); however, the constant of proportionality was not necessarily the same for red and green because the two photomultiplier tube gains were adjusted to produce a ratio near unity. Perfusing solution contained diacetyl monoxime. Heart was not endocardially prefrozen.

In all 16 recordings from ventricular epicardium of 5 rabbit hearts using the two-photomultiplier tube system with solution potassium concentration of 5.4 mM, the fractional fluorescence change (Delta F/F) during the action potential phase-zero depolarization was 2.1 ± 0.8% for green fluorescence and -3.8 ± 0.5% for red fluorescence. The fractional change of the ratio of the green fluorescence to the red fluorescence (Delta Ratio/Ratio) was 6.1 ± 1.1%. Magnitudes of fractional changes were significantly larger for the ratio versus either of the individual fluorescence signals (P < 0.001, paired 2-tailed t-test).

Figure 3 shows an example of the ratio of the green and red signals during potassium infusion and the simultaneous recording from a potassium ion-sensitive electrode located in the aortic cannula ~1 cm above the heart. Data were recorded without pacing the heart. Baseline drift in the ratio, which was not negligible, has been canceled with linear subtraction. Resting membrane potential decreased and the heart became quiescent when potassium concentration was raised. The action potential amplitude and duration also decreased during the first 20 s of hyperkalemia. Recovery occurred after returning to the initial potassium concentration. In a different heart that was paced continuously to prevent the ventricles from becoming quiescent, again the emission ratio after subtraction of drift followed depolarization and recovery of the resting membrane potential.


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Fig. 3.   Effect of hyperkalemia on the ratio of green to red fluorescence recorded with two-photomultiplier tube system (A) and simultaneous signal from potassium-selective electrode in perfusion cannula (B). Baseline drift of ratio was determined from diastolic values before and after hyperkalemia and subtracted. Ratio indicated potassium-induced depolarization of the resting membrane potential. The fractional change of the resting membrane potential (Delta Ratio/Ratio) at 70 s was +2.6% for the ratio. Corresponding values for the green and red signals (not shown) were +0.5% and -1.8%. Perfusing solution contained diacetyl monoxime. Spikes in B (shown by *) were produced by an electrically activated valve that changed the solution. Perfusing solution contained diacetyl monoxime. Heart was not endocardially prefrozen.

The estimated emission flux density ratio in the green collection band to that in the red collection band for the two-photomultiplier tube system was 0.083 ± 0.036 (P = 0.001, value vs. 1, two-tailed t-test, n = 3). This is comparable to theoretical ratios calculated from areas under a curve fit to the emission spectrum of the dye (METHODS) of 0.1 or 0.05 for the green bands of 540 ± 10 nm or 540 ± 5 nm, respectively, to the red band of >610 nm.

Spectrofluorometric measurements. To gain insight into the role of the emission wavelengths chosen for ratiometric measurements, the emitted fluorescence was measured with a spectrograph (77400, Oriel, Stratford, CT). Discrete wavelength bands having a width of 21.9 nm were measured for wavelengths just above the laser light wavelength of 488 to 817 or 838 nm (17). Of six hearts with no diacetyl monoxime that were used to test the ability to lessen motion artifacts with ratiometry, two were endocardially prefrozen and four were not prefrozen.

Figures 4 and 5 show examples of the motion artifacts and their reduction by emission ratiometry in endocardially prefrozen hearts. In Fig. 4, simultaneous recordings from two diodes that collected green and red emission wavelengths and their ratio are shown. The green signal (Fig. 4A) and red signal (Fig. 4B) exhibited a rapid increase and decrease, respectively, that corresponded to phase-zero depolarization. The rapid changes were followed by motion artifacts that obscured repolarization in signals from both diodes. The ratio of the green signal to the red signal (Fig. 4C) canceled the artifact and revealed the action potential repolarization. Figure 5 shows an example in which the numerator and denominator signals represented wider bands of the green and red emission spectrum, such as those that may be sampled with bandpass or longpass filters. The bands were produced by summing signals from the spectrophotometer's diodes. The green signal (Fig. 5A) represents emission wavelengths in the band of 510-576 nm. The red signal (Fig. 5B) represents emission wavelengths of 598-838 nm. Both green and red signals contain motion artifacts. The ratio of the green signal to the red signal (Fig. 5C) eliminated motion artifacts and revealed action potentials.


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Fig. 4.   Reduction of motion artifact by emission ratiometry with spectrofluorometer system. Epicardial movement produced deflections in individual photodiode recordings. Movement-induced deflections were absent in the ratio of signals from photodiodes. A: green signal; B: red signal; C: ratio of green to red signal. Perfusing solution did not contain diacetyl monoxime. The heart was endocardially prefrozen.



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Fig. 5.   Reduction of photobleaching-induced drift and motion artifact by emission ratiometry with spectrofluorometer system. The ordinates have been normalized to the value at the beginning of the recording. Drift in the green signal (A) was -17%, drift in the red signal (B) was -12%, and drift in the ratio of green to red signals (C) was -5%. Motion artifact was also reduced by ratiometry. Perfusing solution did not contain diacetyl monoxime. The heart was endocardially prefrozen.

Ratiometry also lessened effects of motion when the heart was not endocardially prefrozen. In the example shown in Fig. 6, the phase-zero depolarization expressed as a fraction of the peak-to-peak deflection during a cardiac cycle was much larger for the ratio signal compared with either the green (Fig. 6A) or red (Fig. 6B) signal.


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Fig. 6.   Reduction of motion artifact by emission ratiometry with spectrofluorometer system in intact heart. For the green and red signals (A and B), magnitudes of deflections during phase-zero depolarization were a small fraction of the peak-to-peak magnitude of deflection during the cardiac cycle. For the ratio (C), magnitude of phase-zero depolarization was essentially the same as the peak-to-peak magnitude. Perfusing solution did not contain diacetyl monoxime. The heart was not endocardially prefrozen.

The ability of ratiometry to lessen motion artifacts was quantitatively evaluated by measuring the ratio of the magnitude of change in the signal during phase-zero depolarization to the total peak to peak change during the cardiac cycle (Ph0/p - p). This analysis was performed on the first recording obtained in each heart without diacetyl monoxime. The Ph0/p - p will have a maximum possible range of 0-1, will have a small value when motion causes the signal to exceed the upper or lower values that occur at the beginning and end of the phase-zero depolarization, and will have a larger value when the effects of motion are reduced. Wavelength bands were 510-576 nm and 598-751 nm for numerator and denominator.

In the two hearts that were endocardially prefrozen and received no diacetyl monoxime, the Ph0/p-p was 0.386 ± 0.104 for the numerator, 0.700 ± 0.311 for the denominator, and 0.941 ± 0.083 for the ratio (P < 0.02 for ratio vs. numerator, paired 2-tailed t-test). In the four hearts that were not endocardially prefrozen and received no diacetyl monoxime, the Ph0/p-p was 0.273 ± 0.099 for the numerator, 0.351 ± 0.164 for the denominator, and 0.785 ± 0.144 for the ratio (P < 0.02 for ratio vs. denominator or numerator, paired 2-tailed t-test).

Effects of photobleaching, i.e., a slow decrease in emission, were evident in long-duration recordings obtained with the two-photomultiplier tube system and with the spectrofluorometer system as seen in Fig. 5. Results from both systems indicated that the ratiometry decreased drift but did not fully eliminate it. This may occur if the fractional decrease in emission due to drift is different for different wavelengths. In all seven trials with the spectrofluorometer in two endocardially prefrozen hearts that did not receive diacetyl monoxime, the emission at wavelengths of 532-554 nm (green) decreased 53 ± 18% in 120 s, whereas the emission at wavelengths of 663-685 (red) decreased 41 ± 16% (P = 0.011, for red vs. green, paired 2-tailed t-test). The ratio of the two emission signals (green/red) decreased only 18 ± 13% (P < 0.015 for value vs. decrease in red or green emission, paired 2-tailed t-test).

The signals obtained with ratiometry may depend on the choice of emission wavelengths that are collected. To understand this, we examined the emission spectrum and its change during an action potential or potassium bolus. Figure 7 shows the results for an action potential. The diastolic emission spectrum is shown (Fig. 7A). Also, the changes in emission (emission after the phase-zero depolarization minus emission before it) for each diode are shown as a fraction of both the diastolic emission (Fig. 7B) and RMS noise [i.e., signal-to-noise ratio (signal/noise), Fig. 7C]. The emission of green light increased while emission of red light decreased, which is consistent with action potentials in previous figures.


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Fig. 7.   Fluorescence emission spectrum and spectral response of di-4-ANEPPS during an action potential in rabbit heart recorded with spectrofluorometer system. Relative intensities of emitted fluorescence at various wavelengths during diastole (F, A), fractional change in intensities during action potential phase-zero depolarization (Delta F/F, B) and signal-to-noise ratio (signal/noise) (Delta F/RMS noise, C) are shown as functions of emission wavelength. Each measurement is from a single photodiode that collected light in an optical bandwidth of 21.9 nm. The wavelength of maximum emission was near 640 nm. Emission of green light (e.g., 520-550 nm) increased during phase-zero depolarization, whereas emission of red light (e.g., 630-700 nm) decreased. Signal/noise was small at wavelengths near 600 nm. Perfusing solution did not contain diacetyl monoxime. Heart was endocardially prefrozen.

Figures 8 and 9 show the effects of altering numerator and denominator wavelengths on the fractional change and signal/noise obtained with ratiometry of an action potential. The optimal fractional changes and signal/noise occurred when wavelengths near 525-550 nm and 650-700 nm were used for the numerator and denominator, respectively. The highest fractional changes and signal/noise were larger for the ratiometric measurements than for individual diodes shown in Fig. 7 (e.g., fractional change of 8% for ratio vs. 6% for diodes, and signal/noise of 60 for ratio vs. 35 for diodes).


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Fig. 8.   Fractional change in ratiometric measurement (Delta Ratio/Ratio) during the same action potential as in Fig. 7. Results for ratios of all pairs of diodes are shown. Each diode collected light in an optical bandwidth of 21.9 nm. Large fractional changes occurred with ratios of signals having wavelengths of ~525 nm and 600-750 nm. Fractional changes were larger than those found with nonratiometric measurements (Fig. 7B). Perfusing solution did not contain diacetyl monoxime. The heart was endocardially prefrozen.



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Fig. 9.   Signal/noise in ratiometric measurement (Delta Ratio/RMS noise) during the same action potential as in Fig. 8. Results for ratios of pairs of diodes are shown. (Signal/noise of ratiometric measurements on principal diagonal is undefined.) Large signal/noise occurred with ratios of signals having wavelengths of ~550 nm and 650-700 nm. Signal/noise was larger than that found with nonratiometric measurements (see Fig. 7C). Perfusing solution did not contain diacetyl monoxime. The heart was endocardially prefrozen.

Changes in emission for individual diodes and ratios during the potassium-induced change in resting membrane potential (i.e., emission after injection of a potassium bolus minus emission before injection) were also examined. To correct for emission drift by photobleaching, each signal from the diode after injection was multiplied by a factor that represented the drift for that diode measured at a different laser spot and in a different trial with no potassium bolus. The wavelengths of emission used in the numerator and denominator that gave the largest fractional changes and signal/noise during potassium infusion were similar to those found during the action potential shown in Figs. 7-9. Also, the highest fractional changes and signal/noise during potassium infusion were larger for the ratiometric measurements than for individual diodes.

As a further test of the ability of ratiometry to reduce fluorescence changes that are unrelated to the transmembrane potential, the coefficients of variation (i.e., SD/mean) (22) were determined for all seven trials in the two hearts that were endocardially prefrozen and did not receive diacetyl monoxime. Measurements were performed with the spectrofluorometer system for the 10-s segment of each recording beginning ~1 s after the onset of laser illumination. This segment was selected because it contained pronounced drift in green and red signals due to onset of laser illumination, and it was after any effects of vibrations in the apparatus caused by movement of the laser shutter. The hearts were in sinus rhythm so that recordings contained diastolic intervals and action potentials. The coefficient of variation represents all of the variation in fluorescence, including effects of drift, motion and transmembrane potential changes. However, because we found that fractional changes due to transmembrane potential were larger for the ratio, a decrease in the coefficient of variation for the ratio would indicate reduction of fluorescence changes that are unrelated to the transmembrane potential. Emissions at wavelengths just above the laser wavelength of 488-575 nm (numerator) and 598-838 nm (denominator) and their ratio were determined. These ranges contain the optimal wavelengths indicated in the preceding analysis. The coefficient of variation was 0.06 ± 0.03 (range of 0.01-0.1) for the numerator, 0.05 ± 0.03 (range of 0.01-0.1) for the denominator, and 0.02 ± 0.01 (range of 0.004-0.035) for their ratio (P = 0.019 for ratio vs. numerator or denominator, paired two-tailed t-test). Thus variability was reduced for the ratio even though the ratio had increased fractional fluorescence changes for action potentials and potassium-induced depolarization.

Ratiometric measurement of action potential repolarization. The ability of the ratio to indicate action potential repolarization was tested in six hearts with simultaneous microelectrode and optical recordings during perfusion with warm solution containing 15 or 20 mM diacetyl monoxime. Because multiple trials were performed at some laser spots, the durations of recordings were shortened to 2-4 s to lessen photobleaching. Figure 10 shows recordings of the ratio and transmembrane voltage during pacing at intervals of 150-1,250 ms in one heart. Ratio and microelectrode signals indicate similar action potential contours and durations for a given pacing interval. Even though activation time at the laser recording spot differed from that at the microelectrode tip by 3.8 ± 1 ms as expected due to their spatial separation, the plots of ratio versus transmembrane voltage indicate a linear relationship between the two signals during most of the action potential duration.


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Fig. 10.   Ratiometric and microelectrode recordings plotted vs. time and vs. each other from one heart. Each row shows simultaneous recordings during pacing at intervals of 150 ms (A), 250 ms (B), 500 ms (C), and 1,250 ms (D). Recordings were obtained in the sequence: B, A, C, and D, and were completed within ~45 min. Action potential durations increased with increases in pacing interval in both ratiometric and microelectrode recordings. Graph at right in each row illustrates linear relationship between ratiometric and microelectrode recordings except during phase-zero depolarization (i.e., part of the trace that falls below the line) as expected due to spatial separation between laser spot and microelectrode tip. The change in the ratio per 100 mV determined from slopes in right graphs omitting phase-zero depolarization (0.015, 0.018, 0.01, and 0.005 from top to bottom) decreased in the same sequence in which recordings were obtained. Ratio was measured with emission wavelength bands of 510-576 nm and 598-751 nm for numerator and denominator, respectively. The heart was perfused with solution at 36° containing diacetyl monoxime and was not endocardially prefrozen.

The combined results shown in Fig. 11 indicate agreement of action potential duration at 75% repolarization (APD75) measured ratiometrically with that measured from microelectrode signals. Two-way analysis of variance of APD75 in the six hearts during warm perfusion indicated P = 0.003 for an effect of the pacing interval and P = 0.847 for an effect of the recording method (i.e., microelectrode vs. ratiometry).


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Fig. 11.   Scatter plot of action potential duration at 75% repolarization (APD75) measured from ratiometric recordings and simultaneous microelectrode recordings in 6 hearts. Temperature was 36-37°, and pacing interval was 150-1,250 ms (open circles). Additional measurements were obtained in 3 of the hearts at room temperature during pacing at 1,250 ms (filled circles). Ratio was measured with emission wavelength bands of 510-576 nm and 598-751 nm for the numerator and denominator, respectively. Perfusing solution contained diacetyl monoxime. The hearts were not endocardially prefrozen.

In the three hearts that were paced at rates of 150, 250, 500, and 1,250 ms and did not fibrillate, APD75 measured ratiometrically (wavelength bands of 510-576 and 598-751 nm for the numerator and denominator) and with microelectrodes, respectively, was 99 ± 6 and 98 ± 9 ms during pacing at 150 ms, 116 ± 9 and 124 ± 4 ms during pacing at 250 ms, 144 ± 15 and 145 ± 14 ms during pacing at 500 ms, and 153 ± 33 and 155 ± 33 ms during pacing at 1,250 ms (P > 0.1 for ratiometric measurement vs. microelectrode measurement at same pacing interval, P <=  0.05 for ratiometric or microelectrode measurements at >= 500 ms vs. those at 150 ms, paired 2-tail t-tests).

The effect of a potassium bolus on the action potential duration was recorded with the two-photomultiplier tube system in two hearts perfused with warm solution containing 15 mM diacetyl monoxime. The APD75 measured ratiometrically at a single laser spot or with microelectrodes changed from 159 ± 25 ms to 102 ± 8 ms when potassium was introduced (P = 0.005, paired 2-tailed t-test, n = 4 hearts × recording methods). Two-way analysis of variance of the APD75 indicated P = 0.022 for an effect of the potassium and P = 0.65 for an effect of the recording method (i.e., microelectrode vs. ratiometry).

Calibration of ratiometric measurements. The calibration factor between the ratio and the transmembrane voltage during perfusion with solution containing normal potassium was determined in the six hearts in which microelectrode recordings were obtained (of which 2 were studied with the 2-photomultiplier tube system and 4 were studied with the spectrofluorometer). For spectrofluorometric measurements, emission wavelength bands of 510-576 nm and 598-751 nm were used for the numerator and denominator, respectively, which were wavelengths that produced large fractional changes and low noise in the ratio described. When all recordings were included, the calibration slope depended on the order of the recording in each heart (P = 0.03, analysis of variance, n = 30). A linear regression of the calibration slope versus the order of the recording indicated that the calibration slope decreased at an average rate of 0.0058 per recording. This decrease may be due to dye internalization or photobleaching (14). To estimate the calibration slope when these effects are minimized, only a single ratiometric recording from each heart was included. The criterion for selection was that the recording had the largest Delta Ratio/Ratio found in the heart, which consistently occurred for recordings obtained within 20 min after staining the heart with d-4-ANEPPS.

In all six hearts, transmembrane voltages before and after phase-zero depolarization were -85 ± 6 mV and 18 ± 7 mV (P > 0.6 for hearts studied with photomultiplier tubes versus hearts studied with spectrofluorometer, nonpaired 2-tail t-test). In the two hearts studied with photomultiplier tubes for which gains were initially set to produce a ratio of unity, ratios before and after phase-zero depolarization were 0.98 ± 0.03 and 1.05 ± 0.02, and the calibration slope was (0.071 ± 0.017)/100 mV. In the four hearts studied with the spectrofluorometer, ratios before and after phase-zero depolarization were 0.21 ± 0.03 and 0.23 ± 0.04, and the calibration slope was (0.017 ± 0.002)/100 mV.

Reduction of effects of laser noise. The ability of emission ratiometry to reduce common mode noise due to fluctuations of the excitation light intensity was studied by disabling a regulator in the laser power supply that controlled laser light intensity. Under this condition, the peak-to-peak magnitude of periodic laser intensity fluctuations at a rate of 60 Hz was 1.7% of the average laser intensity. For green and red emission signals, 60-Hz fluctuations were approximately half as large as the deflections produced during the phase-zero depolarization, as shown in Fig. 12, A and B. However, for the ratio of these signals (Fig. 12C), any 60-Hz fluctuations were much smaller than the phase-zero depolarization.


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Fig. 12.   Cancellation of the effect of fluctuations in laser intensity. Laser light regulation, which normally stabilized laser intensity, was eliminated to produce laser intensity fluctuations at the AC power line frequency of 60 Hz. Both emission fluctuations at 60 Hz and effects of motion at the heart's rate of 4 Hz in numerator (A) and denominator (B) were lessened in ratio (C). Recording was obtained immediately after the recording shown in Fig. 6. Perfusing solution did not contain diacetyl monoxime. Heart was not endocardially prefrozen.


    DISCUSSION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Emission ratiometry for transmembrane voltage measurements in hearts. The results indicate that emission ratiometry reduces drift and effects of epicardial motion, which is indicated in individual recordings (Figs. 4-6 and 12), in the measurements of drift over a 2-min period and in the decreased coefficient of variation. The ratiometry allows optical recordings of cardiac repolarization without requiring electromechanical uncoupling drugs. This is a potentially important advantage because the drugs can have undesired effects in myocardium (3, 16, 25, 26). Also ratiometry reduces drift, which affects long-duration recordings. Whereas slow changes in transmembrane potential that occur over a longer time period than that studied here may still be obscured by drift, our results show that ratiometry can reveal changes in transmembrane potential that occur during a potassium bolus.

Photobleaching-induced drift was only partly canceled by ratiometry as evident from drift in the ratio of green light to red light (Fig. 5). The spectrofluorometric results indicated that there was a greater decrease in recorded green emission compared with red. This is not expected if photobleaching only destroys fluorophore molecules, in which case the fractional decrease in emission should be the same for all fluorescence wavelengths. A greater decrease in green emission may result from a different emission spectrum of the remaining fluorophore, possibly due to the environment of the fluorophore, or from a phosphorescence emission at the longer wavelengths. (11, 24) Also, dye internalization may be enhanced with intense laser illumination. If the emission spectrum and photobleaching decay rates differ in different membranes within the cells, this would produce drift of the ratio during photobleaching when dye has internalized, as proposed by Kao, WY, Davis C, Kim YI, and Beach JM (unpublished obervations). Also a change in the membrane environment, if it occurs intracellularly, may alter spectral properties of internalized dye because of changes in the membrane dipole potential (14).

The emission ratiometry has potential advantages for studies in which changes in absorption due to chemical effects unrelated to transmembrane voltage may interfere with transmembrane voltage measurements. The ratio is expected to reject effects of changes in absorption because they are common to both green and red emissions. The finding that ratiometry detected similar transmembrane voltage-dependent shifts of emission wavelengths for the cardiac action potential and hyperkalemia indicates that any absorption changes due to potassium were rejected.

Regarding the possibility of improved calibration with ratiometry, Bullen and Saggau (5) found that slopes of ratio versus transmembrane voltage were approximately constant among cells; however, variable offset existed in the ratio that required subtraction. They also found that when offset was subtracted, slopes indicated a conversion factor between transmembrane voltage and ratio of 0.015/100 mV, which is similar to our mean slope of 0.017/100 mV found with the spectrofluorometer. The calibration slope may depend on detector sensitivities and optical bandwidths. Whereas gains and bandwidths were constant among all diodes in our spectrofluorometer, they were different in our photomultiplier tubes, which produced a mean slope of 0.071/100 mV when the gains were adjusted to produce an initial ratio of unity. Had our spectrofluorometer diode gains been adjusted to produce an initial ratio of unity (which would require increasing the gains of diodes sensing green light by a factor of ~4.5), then a slope of 0.077/100 mV can be calculated, which is close to the value obtained with our two photomultiplier tubes. Despite similarities in our mean slopes obtained with the spectrofluorometer compared with that reported in neurons by Bullen and Saggau, the variation of slopes among hearts was larger than the variation among neurons. This may be due to nonspecific fluorescence in the heart in which various types of tissue are present, as discussed by Bullen and Saggau.

The signal/noise obtained ratiometrically (Fig. 9) is optimal at numerator wavelengths slightly longer than those that give the largest fractional ratio change. This may be due to larger fluorescence emission at the longer numerator wavelengths (Fig. 7), which increases DC level and lessens effects of shot noise. In systems that use two detectors for which the optical bandwidths of numerator and denominator signals can be selected a priori, the shot noise should decrease when a wider optical bandwidth is used. This is expected to increase signal/noise if the additional wavelengths add to the change in ratio. For the denominator, wavelengths will add to the signal in a wide band of approximately >600 nm (Fig. 8). For the numerator, the widest possible band is bounded by the excitation wavelength and ~580 nm, above which wavelengths add no fractional change in the ratio. However, a narrower numerator band gives a larger fractional change and signal/ noise by excluding wavelengths that have a small change (Figs. 8 and 9). Also, neither band needs to be wide if there is sufficient light intensity to overcome shot noise, because the largest signal/noise was obtained with narrow numerator and denominator bands near 550 and 680 nm. Another issue impacting on the choice of bands is that nonspecific fluorescence from surrounding cellular structures or dye bound in nonspecific orientation may be rejected when optical bandwidth is small (5).

Motion artifacts in optical action potential recordings may have multiple causes that include possible changes in light transport properties (reflectance, scattering, or absorption of light) at the excitation and emission wavelengths due to stretching of the tissue and translational movement of the tissue when the light transport properties or dye distribution among voltage-sensing and nonspecific environments are heterogeneous. Ratiometry may eliminate distortion of the action potential due to changes in light transport properties provided that identical changes occur for the two emission wavelength bands used for the numerator and denominator. Even when ratiometry eliminates visible distortion in the optically recorded action potential, translational movement would cause different phases of an action potential to be recorded from different groups of cells. This limitation is potentially important in cases of heterogeneous repolarization and resting potential. In these cases, ratiometry may be advantageous with endocardially prefrozen or mechanically stabilized hearts that already have motion lessened by contact with adjacent underlying necrotic tissue or external stabilizers.

Laser scanner method for ratiometry. Recording systems in which spatial resolution of the recording is determined by a narrow excitation laser beam have potential advantages for emission ratiometry in hearts as well as microscopy (5, 7). The fact that localization of a recording is controlled by the excitation beam ensures that both red and green emission signals are collocal. For systems in which broad-field excitation is used and spatial resolution is determined by locations of detectors in image planes, collocal ratiometric recordings depend on exact alignment of detectors (23). Effects of laser intensity fluctuations, which have been a limitation of laser scanner systems and required additional methods for cancellation (15, 19), are reduced by emission ratiometry because the effect is common to numerator and denominator signals (Fig. 12). Also, the use of a narrow laser excitation bandwidth (~10-5 nm) allows short emission wavelengths (e.g., 500 nm, Fig. 8) to be included in the numerator if necessary.

The emission spectrum in hearts. The emission spectrum and its change during depolarization in hearts are qualitatively similar to previous measurements of di-4-ANEPPS emission in other preparations. For Retzius cells from the leech, Fromherz and Lambacher (11) found an emission peak at 604 nm and emission crossover at 575 nm for excitation at 482 nm with a positive change of ~6% in emission at 533 nm and a negative change of 5% at 636 nm for 100 mV of depolarization. For hemispherical bilayers, Fluhler et al. (10) found an emission peak at 640 nm and emission crossover at 620 nm with a positive change of 7.6% at 540 nm and a negative change of ~2.2% at 680 nm for 100 mV of depolarization. Our emission peak (Fig. 7) is similar to that of Fluhler et al. (10), whereas our emission crossover for the action potential is similar to that of Fromherz and Lambacher (11). Both of these reports agree with our findings in hearts in which positive changes in green emission and negative changes in red emission occur during membrane depolarization.


    ACKNOWLEDGEMENTS

This study was supported by National Institutes of Health Grant HL-52003 and American Heart Association Grant 9740173N. S. B. Knisley is an Established Investigator Awardee of the American Heart Association.


    FOOTNOTES

Address for reprint requests and other correspondence: S. B. Knisley, The Univ. of Alabama at Birmingham, B122 Volker Hall, 1670 University Blvd., Birmingham, AL 35294-0019 (E-mail: sbk{at}crml.uab.edu).

The costs of publication of this article were defrayed in part by the payment of page charges. The article must therefore be hereby marked "advertisement" in accordance with 18 U.S.C. Section 1734 solely to indicate this fact.

Received 8 November 1999; accepted in final form 8 March 2000.


    REFERENCES
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

1.   Allessie, MA, Schalij MJ, Kirchhof CJHJ, Boersma L, Huybers M, and Hollen J. Experimental electrophysiology and arrhythmogenicity: anisotropy and ventricular tachycardia. Eur Heart J 10, SupplE: 2-8, 1989[Abstract/Free Full Text].

2.   Beach, JM, McGahren ED, Xia J, and Duling BR. Ratiometric measurements of endothelial depolarization in arterioles with a potential-sensitive dye. Am J Physiol Heart Circ Physiol 270: H2216-H2227, 1996[Abstract/Free Full Text].

3.   Biermann, M, Rubart M, Moreno A, Wu J, Josiah-Durant A, and Zipes DP. Differential effects of cytochalasin D and 2,3 butanedione monoxime on isometric twitch force and transmembrane action potential in isolated ventricular muscle: implications for optical measurements of cardiac repolarization. J Cardiovasc Electrophysiol 9: 1348-1357, 1998[ISI][Medline].

4.   Brandes, R, Figueredo VM, Camacho SA, Massie BM, and Weiner MW. Suppression of motion artifacts in fluorescence spectroscopy of perfused hearts. Am J Physiol Heart Circ Physiol 263: H972-H980, 1992[Abstract/Free Full Text].

5.   Bullen, A, and Saggau P. High-speed random-access fluorescence microscopy. II. Fast quantitative measurements with voltage-sensitive dyes. Biophys J 76: 2272-2287, 1999[Abstract/Free Full Text].

6.   Dillon, SM. Synchronized repolarization after defibrillation shocks: A possible component of the defibrillation process demonstrated by optical recordings in rabbit heart. Circulation 85: 1865-1878, 1992[Abstract/Free Full Text].

7.   Dillon, S, and Morad M. A new laser scanning system for measuring action potential propagation in the heart. Science 214: 453-456, 1981[Abstract/Free Full Text].

8.   Efimov, IR, Ermentrout B, Huang DT, and Salama G. Activation and repolarization patterns are governed by different structural characteristics of ventricular myocardium: Experimental study with voltage-sensitive dyes and numerical simulations. J Cardiovasc Electrophysiol 7: 512-530, 1996[ISI][Medline].

9.   Efimov, IR, Huang DT, Rendt JM, and Salama G. Optical mapping of repolarization and refractoriness from intact hearts. Circulation 90: 1469-1480, 1994[Abstract/Free Full Text].

10.   Fluhler, E, Burnham VG, and Loew LM. Spectra, membrane binding, and potentiometric responses of new charge shift probes. Biochemistry 24: 5749-5755, 1985[Medline].

11.   Fromherz, P, and Lambacher A. Spectra of voltage-sensitive fluorescence of styryl-dye in neuron membrane. Biochim Biophys Acta 1068: 149-156, 1991[Medline].

12.   Girouard, SD, Pastore JM, Laurita KR, Gregory KW, and Rosenbaum DS. Optical mapping in a new guinea pig model of ventricular tachycardia reveals mechanisms for multiple wavelengths in a single reentrant circuit. Circulation 93: 603-613, 1996[Abstract/Free Full Text].

13.   Gray, RA, Jalife J, Panfilov AV, Baxter WT, Cabo C, Davidenko JM, and Pertsov AM. Mechanisms of cardiac fibrillation. Science 270: 1222-1223, 1995[Abstract/Free Full Text].

14.   Gross, E, Bedlack RS, Jr, and Loew LM. Dual-wavelength ratiometric fluorescence measurements of the membrane dipole potential. Biophys J 67: 208-216, 1994[Abstract/Free Full Text].

15.   Hill, BC, and Courtney KR. Design of a multi-point laser scanned optical monitor of cardiac action potential propagation: application to microreentry in guinea pig atrium. Ann Biomed Eng 15: 567-577, 1987[ISI][Medline].

16.   Jalife, J, Morley GE, Tallini NY, and Vaidya D. A fungal metabolite that eliminates motion artifacts. J Cardiovasc Electrophysiol 9: 1358-1362, 1998[ISI][Medline].

17.   Johnson, PL, Smith W, Baynham TC, and Knisley SB. Errors caused by combination of Di-4-ANEPPS and Fluo3/4 for simultaneous measurements of transmembrane potentials and intracellular calcium. Ann Biomed Eng 27: 563-571, 1999[ISI][Medline].

18.   Kishida, H, Surawicz B, and Fu LT. Effects of K+ and K+-induced polarization on (dV/dt)max threshold potential, and membrane input resistance in guinea pig and cat ventricular myocardium. Circ Res 44: 800-814, 1979[Abstract/Free Full Text].

19.   Knisley, SB, Blitchington TF, Hill BC, Grant AO, Smith WM, Pilkington TC, and Ideker RE. Optical measurements of transmembrane potential changes during electric field stimulation of ventricular cells. Circ Res 72: 255-270, 1993[Abstract/Free Full Text].

20.   Knisley, SB, and Hill BC. Optical recordings of the effect of electrical stimulation on action potential repolarization and the induction of reentry in two-dimensional perfused rabbit epicardium. Circulation 88: 2402-2414, 1993[Abstract/Free Full Text].

21.   Li, T, Sperelakis N, Teneick RE, and Solaro RJ. Effects of diacetyl monoxime on cardiac excitation-contraction coupling. J Pharmacol Exp Ther 232: 688-695, 1985[Abstract/Free Full Text].

22.   Mendenhall, W, Scheaffer RL, and Wackerly DD. Mathematical Statistics with Applications, edited by Payne M.. Boston, MA: Duxbury, 1986, p. 293.

23.   Rohr, S, and Kucera JP. Optical recording system based on a fiber optic image conduit: assessment of microscopic activation patterns in cardiac tissue. Biophys J 75: 1062-1075, 1998[Abstract/Free Full Text].

24.   Song, L, Varma CAGO, Verhoeven JW, and Tanke HJ. Influence of the triplet excited state on the photobleaching kinetics of fluorescein in microscopy. Biophys J 70: 2959-2968, 1996[Abstract/Free Full Text].

25.   Verrecchia, F, and Hervé JC. Reversible blockade of gap junctional communication by 2,3-butanedione monoxime in rat cardiac myocytes. Am J Physiol Cell Physiol 272: C875-C885, 1997[Abstract/Free Full Text].

26.   Wu, J, Biermann M, Rubart M, and Zipes DP. Cytochalasin D as excitation-contraction uncoupler for optical mapping action potentials in wedges of ventricular myocardium. J Cardiovasc Electrophysiol 9: 1336-1347, 1998[ISI][Medline].


Am J Physiol Heart Circ Physiol 279(3):H1421-H1433
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