Du C, MacGowan G A, Farkas D L, Koretsky A P
NSF Center for Light Microscope Imaging and Biotechnology, Carnegie Mellon University, Pittsburgh, PA, USA.
Cell Calcium. 2001 Apr;29(4):217-27. doi: 10.1054/ceca.2000.0186.
Both theoretical and experimental results are presented for in vivo calibration of the dissociation constant K(Ca)(d)of the calcium-sensitive fluorescent dye Rhod(2)in the perfused mouse heart, using manganese quenching of fluorescence transients. An analytical model is derived, based on the biochemical equilibrium of manganese competition with calcium for Rhod(2)binding. Expressing the differential of the changes between systole and diastole in fluorescence transient (delta Delta F(sys-dia)). delta DeltaF(sys-dia)in a beating heart as a function of the perfusate manganese concentration Mn(2+)allows correlation of the measured differential transient changes delta Delta F(sys-dia)with the calcium dissociation constant K(Ca)(d)of Rhod(2)and the calcium concentration in the heart. Numerical modeling indicates that the K(Ca)(d)predominantly affects the asymptotic slope of the delta Delta F(sys-dia)versus Mn(2+)curve at certain manganese concentrations, which suggests that the K(Ca)(d)can be inversely calculated by partially fitting the delta Delta F(sys-dia)distribution as a function of the perfusate manganese concentration. The feasibility of this approach is confirmed by quenching of calcium transients by manganese infusion into isolated perfused beating mouse hearts. The resulting calculated dissociation constant K(Ca)(d)of Rhod(2)is 720nM. Using the same approach, we are able to also estimate intracellular calcium concentrations of 700nM at peak systole and 300nM in diastole. This is in good agreement with values obtained by calibration of fluorescence values with a calcium saturation tetanization procedure in the same perfused mouse heart model.
本文给出了在灌注小鼠心脏中对钙敏荧光染料罗丹明2(Rhod(2))的解离常数K(Ca)(d)进行体内校准的理论和实验结果,采用荧光瞬变的锰淬灭法。基于锰与钙竞争结合Rhod(2)的生化平衡,推导了一个分析模型。将搏动心脏中荧光瞬变的收缩期和舒张期变化微分(δΔF(sys-dia))表示为灌注液锰浓度Mn(2+)的函数,可使测量到的微分瞬变变化δΔF(sys-dia)与Rhod(2)的钙解离常数K(Ca)(d)以及心脏中的钙浓度相关联。数值模拟表明,在特定锰浓度下,K(Ca)(d)主要影响δΔF(sys-dia)对Mn(2+)曲线的渐近斜率,这表明可以通过部分拟合作为灌注液锰浓度函数的δΔF(sys-dia)分布来反算K(Ca)(d)。向离体灌注搏动小鼠心脏中注入锰来淬灭钙瞬变,证实了该方法的可行性。由此计算得到的Rhod(2)解离常数K(Ca)(d)为720nM。使用相同方法,我们还能够估计出收缩期峰值时细胞内钙浓度为700nM,舒张期为300nM。这与在相同灌注小鼠心脏模型中通过钙饱和强直刺激程序校准荧光值所获得的值高度一致。