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. 2025 Feb 28;11(9):eadt4103.
doi: 10.1126/sciadv.adt4103. Epub 2025 Feb 28.

Optogenetic quantification of cardiac excitability and electrical coupling in intact hearts to explain cardiac arrhythmia initiation

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Optogenetic quantification of cardiac excitability and electrical coupling in intact hearts to explain cardiac arrhythmia initiation

Judith S Langen et al. Sci Adv. .

Abstract

Increased cardiac excitability and reduced electrical coupling promote cardiac arrhythmia and can be quantified by input resistance (Rm), pacing threshold (Ithr), and cardiac space constant (λ). However, their measurement in the heart was not feasible because the required homogenous current injection cannot be performed with electrical stimulation. We overcame this problem by optogenetic current injection into all illuminated cardiomyocytes of mouse hearts in different action potential phases. Precisely triggered and patterned illumination enabled measuring Rm and λ, which both were smallest at diastole. Pharmacological and depolarization-induced reduction of inwardly rectifying K+ currents (IK1), gap junction block, and cardiac infarction reduced Ithr, showing the importance of high IK1 density and intact cardiomyocyte coupling for preventing arrhythmia initiation. Combining optogenetic current injection and computer simulations was used to classify pro- and anti-arrhythmic mechanisms based on their effects on Rm and Ithr and allowed to quantify IK1 inward rectification in the intact heart, identifying reduced IK1 rectification as anti-arrhythmic concept.

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Figures

Fig. 1.
Fig. 1.. Optogenetic determination of input resistance (Rm) in intact hearts.
(A and B) Representative AP trace with pacing (red, ~350 μW/mm2, 5 to 10 ms) and subthreshold (blue, 15 to 40 μW/mm2, 20 ms) light stimulation (465 nm). (C) Averaged APs with second subthreshold light pulses of delays between 10 and 240 ms. (D and E) Membrane potential change (D, ΔE) calculated as difference between averaged APs with and without subthreshold light pulse and corresponding ChR2 current (E, IChR2) computed by a ChR2 gating model for the different delays. (F) ChR2 current of a ventricular cardiomyocyte evoked by high (red, 315.5 μW/mm2) and subthreshold (blue, 13.6 μW/mm2) illumination analog to the stimulation in (A) to (E). (G to J) Representative averaged AP (I) and corresponding values of Rm (J) calculated as ratio of maximum membrane potential change (G) and ChR2 current (H) [(A) to (J), from one representative heart or cardiomyocyte]. (K) Rm at AP plateau, 70 and 90% of repolarization (APD70 and APD90) and diastole [repeated measures one-way analysis of variance (ANOVA), Tukey’s multiple comparisons posttest, N = 10, P < 0.0001]. Means ± SEM. *P < 0.05, **P < 0.01, ***P < 0.001, and ****P < 0.0001.
Fig. 2.
Fig. 2.. Effect of IK1 reduction on cardiac excitability.
(A and B) Representative, averaged APs (A) and Rm for different delays (B) of the subthreshold light pulse with and without BaCl2 (10 μM). (C to F) Quantification of the effect of IK1 block on Rm during the first phase of final repolarization [(C), at APD70, two-tailed, paired t test, N = 8, P = 0.39] and diastole [(D), two-tailed, paired t test, N = 8, P = 0.0016], RMP [(E), two-tailed, unpaired t test, N = 4, n = 38-41, p = 0.25], and maximum upstroke velocity [(F), maximum dV/dt, two-tailed, unpaired t test, N = 4, n = 38 to 41, P = 0.53]. (G) DADs resulting from fast pacing (cycle length of 70 to 140 ms) without (black), with caffeine (1 mM, red), and with BaCl2 additionally to caffeine (blue). (H) Statistical analysis of DAD amplitude (repeated measures one-way ANOVA, Tukey’s multiple comparisons posttest, N = 7, P = 0.0003). (I) Representative AP traces of a S1-S2 protocol (left, last S1 showed) followed by a premature stimulus (S2) of variable delay (120 to 260 ms) and traces of the transition from sub (black) to supra-threshold (red) optical stimulation (right). (J and K) Thresholds for optogenetic pacing (PT) for different delays of S2 (10-ms binning) after APD90 (J) and statistics of diastolic Ithr determined 135 ms after APD90 [(K), two-tailed, paired t test, N = 6, P = 0.02] with and without BaCl2. Means ± SEM. *P < 0.05 and **P < 0.01; n.s., not significant; Mohms, megohms.
Fig. 3.
Fig. 3.. Effect of RMP depolarization on cardiac excitability.
(A) Representative, averaged, paced (red bar) AP traces without (black) and with low-intensity illumination during the diastole (9.4 to 33.6 μW/mm2, light blue bar) and subthreshold pulses to determine Rm (dark blue bar). (B to E) Relationship between depolarization of RMP (ΔRMP) and change of Rm (B, ΔRm) or Ithr (D, ΔIthr) with different colors indicating individual hearts. Statistical analysis of diastolic Rm [(C), N = 6, P = 0.021] and Ithr [(E), N = 5, P = 0.0015] for 3.5- and 7-mV RMP depolarization (repeated measures one-way ANOVA, Tukey’s multiple comparisons posttest). Means ± SEM. *P < 0.05 and **P < 0.01.
Fig. 4.
Fig. 4.. Contribution of diastolic ion currents to excitability in a computational model of a mouse ventricular cardiomyocyte.
(A to C) Effect of scaling IK1, Na+,K+-ATPase current (INaK), sodium background current (INab), voltage-dependent sodium current (INa), and inward rectification (ir) of IK1 on RMP (A), diastolic Rm (B), and Ithr (C). (D) Relative change in Rm in response to RMP depolarization of 3.5 mV by adding a cation background current (Ileak) mimicking IChR2 for different scaling factors of diastolic currents. Dotted, black line indicates the experimentally measured increase in Rm of 8.7%. (E to G) Relationships between relative changes in RMP, Rm, and Ithr predicted by the model with ir*1 (dotted lines) and ir*0.37 (solid lines) for reduction of IK1 (blue) and increase in Ileak (red). Gray line indicates effect of 3.5 mV RMP depolarization on Rm (E). Experimental data from Figs. 2 (blue, means ± SEM) and 3 (red) are shown as dots.
Fig. 5.
Fig. 5.. Effect of Na+ and multichannel blockers on cardiac excitability.
(A to D) Representative, averaged APs (A), maximum upstroke velocity [(B), maximum dV/dt, N = 5, P < 0.0001], Ithr [(C), N = 5, P = 0.0022], and diastolic Rm [(D), N = 5, P = 0.73] without and with the sodium channel blocker lidocaine (10, 30 μM, repeated measures one-way ANOVA, Tukey’s multiple comparisons posttest). (E) Relationship between change of RmRm) and IthrIthr) resulting from sodium current reduction in simulations (solid line) and experiments (dots). (F and G) Simulated relationship between degree of INa block and increase in pacing threshold (F) and Rm (G) for increasing concentrations of the multichannel blockers amiodarone and dronedarone and isolated INa block. (H) Summary of the relationship between ΔRm and ΔIthr for isolated modifications of indicated ion channels, IK1 inward rectification (ir), and the multichannel blockers from simulations in the calibrated cardiomyocyte model. Means ± SEM. **P < 0.01 and ***P < 0.001.
Fig. 6.
Fig. 6.. Optogenetic determination of cardiac space constant (λ) in the intact heart.
(A) Concept for determination of λ. Theoretical example of depolarization in one-dimensional space (left, red) resulting from illumination restricted in space (blue) with high (solid, 1 mm) and low (dotted, 0.5 mm) λ. The magnitude of depolarization is calculated by convolution (fg) of the distribution of light (f) with a weight function (g, right) which depends on λ (solid, 1 mm; dotted, 0.5 mm). (B) Averaged APs with different illumination sizes of the subthreshold light pulses (blue bar, 20 ms) applied after a global pacing pulse (red bar, 5 to 10 ms). (C and D) Relationship between subthreshold membrane potential change (ΔE) and size of illumination area fitted with the convolution function fg [(C); LA, left atrium; LV, left ventricle] and diastolic λ obtained from fitting λ as parameter of g upon decreasing the illumination area in longitudinal (blue) and transverse (green) direction of fiber orientation [(D), two-tailed, unpaired t test, N = 6, P < 0.0001]. (E) Longitudinal λ at plateau (Plat.), 70% of repolarization (APD70), and diastole (Diast.; repeated measures one-way ANOVA, Tukey’s multiple comparisons posttest, N = 5, P = 0.008). (F and G) Diastolic, longitudinal λ [(F), N = 5, P = 0.032] and Ithr [(G), N = 6, P = 0.0028] without and with the gap junction blocker carbenoxolone (CBX; 10 μM, two-tailed, paired t test). (H to J) Change in diastolic Rm (H) and λ (I) during successive increase of BaCl2 concentration up to 10 μM in one representative heart and normalized changes in Rm and λ (J) fitted with a power function (solid black, a = 1.002, 99% confidence interval: [0.986, 1.018], b = 0.572, 99% confidence interval: [0.487, 0.656]). Square root relationship shown with dotted line. Colors indicate different hearts. Means ± SEM. *P < 0.05, **P < 0.01, and ****P < 0.0001.
Fig. 7.
Fig. 7.. Increased cardiac excitability after acute myocardial infarction.
(A and B) Image of the left ventricle (A) after cryoinfarction (white) at the heart apex (scale bar, 1 mm) and pacing threshold (PT) before and after infarction for different regions (B). The border of infarction is indicated with dashed line, and pattern of remote myocardium (RM), border zone (BZ; pattern −2), and infarction (MI) are highlighted in blue, red, and purple, respectively [(A) and (B)]. (C and D) Statistical analysis of Ithr before [(C), two-tailed, paired t test, N = 9, P = 0.38] and after infarction [(D), two-tailed, paired t test, N = 9, P = 0.0037]. (E) RMP before (∅MI) and after cryoinfarction recorded at different distances from the border of infarction (ordinary one-way ANOVA, N = 2 to 3, n = 9 to 11, P = 0.27). (F) Change in IthrIthr) of RM and BZ without and with assuming 3.5-mV RMP depolarization after infarction compared to ΔIthr due to 3.5-mV RMP depolarization alone (∅MI, data from Fig. 3E) (ordinary one-way ANOVA, N = 5 to 9, P < 0.0001, calculated on the basis of values in picoamperes per picofarad). Means ± SEM. **P < 0.01, ***P < 0.001, and ****P < 0.0001.

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