| Literature DB >> 30323302 |
Natalia V Barykina1,2, Danila A Doronin1,3, Oksana M Subach1,3, Vladimir P Sotskov1,4, Viktor V Plusnin1,3, Olga A Ivleva1,4, Anna M Gruzdeva2,3,4, Tatiana A Kunitsyna3, Olga I Ivashkina2,3,4, Alexander A Lazutkin1,2, Aleksey Y Malyshev5, Ivan V Smirnov5,6, Anna M Varizhuk7,8, Galina E Pozmogova7, Kiryl D Piatkevich9, Konstantin V Anokhin2,3,4, Grigori Enikolopov10,11,12, Fedor V Subach13,14.
Abstract
The NTnC genetically encoded calcium indicator has an advantageous design because of its smaller size, GFP-like N- and C-terminal ends and two-fold reduced number of calcium binding sites compared with widely used indicators from the GCaMP family. However, NTnC has an inverted and modest calcium response and a low temporal resolution. By replacing the mNeonGreen fluorescent part in NTnC with EYFP, we engineered an NTnC-like indicator, referred to as YTnC, that had a positive and substantially improved calcium response and faster kinetics. YTnC had a 3-fold higher calcium response and 13.6-fold lower brightness than NTnC in vitro. According to stopped-flow experiments performed in vitro, YTnC had 4-fold faster calcium-dissociation kinetics than NTnC. In HeLa cells, YTnC exhibited a 3.3-fold lower brightness and 4.9-fold increased response to calcium transients than NTnC. The spontaneous activity of neuronal cultures induced a 3.6-fold larger ΔF/F response of YTnC than previously shown for NTnC. On patched neurons, YTnC had a 2.6-fold lower ΔF/F than GCaMP6s. YTnC successfully visualized calcium transients in neurons in the cortex of anesthetized mice and the hippocampus of awake mice using single- and two-photon microscopy. Moreover, YTnC outperformed GCaMP6s in the mitochondria and endoplasmic reticulum of cultured HeLa and neuronal cells.Entities:
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Year: 2018 PMID: 30323302 PMCID: PMC6189086 DOI: 10.1038/s41598-018-33613-6
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1In vitro properties of the purified YTnC indicator. (a) A scheme of the original library for optimization of linkers in YTnC indicator and crystal structure of NTnC*2Ca2+ complex (pdb 5MWC) for the sensor having a similar design. (b) Absorbance spectra for YTnC in Ca2+-free and Ca2+-bound states at different pH values. (c) Excitation and emission spectra for YTnC in Ca2+-free and Ca2+-bound states. (d) Fluorescence intensity for YTnC in Ca2+-free and Ca2+-bound states as a function of pH. (e) Ca2+ titration curves for YTnC in the absence and presence of 1 mM MgCl2. (f) Maturation curves for YTnC in Ca2+-saturated state and mEGFP. (g) Photobleaching curves for YTnC in Ca2+-free state and mEGFP. The power of light before objective lens was 7.3 mW/cm2. (h) Fast protein liquid chromatography of YTnC (14 mg/ml) in 40 mM Tris-HCl (pH 7.5) and 200 mM NaCl buffer supplemented with 5 mM CaCl2. Error bars represent the standard deviation for the average of three records.
In vitro properties of YTnC compared to NTnC.
| Properties | Proteins | ||||
|---|---|---|---|---|---|
| YTnC | GCaMP6fsat | NTnCapo | |||
| apo | sat | ||||
| Absorbance maxima (nm) | 413 | 495 (405) | 497 | 505 | |
| Emission maxima (nm) | 514 | 516 (516) | 516 | 518 | |
| Quantum yielda | 0.012 | 0.19 (0.03) | 0.51 | 0.71 ± 0.05 | |
| ε (mM−1 cm−1) | 28 ± 2b | 29 ± 3 (20 ± 2)c | 73.5b | 108 ± 6b | |
| Brightness vs EGFP (%) | Purified proteind | 1 | 17 (2) | 114 | 232 |
| HeLa cellse | ND | 114 ± 23 | ND | 188 ± 29 | |
| ΔF/F (%) | 0 mM Mg2+ | 1060 ± 37 | 2900 ± 97 | 100 ± 15 | |
| 1 mM Mg2+ | 290 ± 23 | 2600 ± 190 | 100 ± 35 | ||
| p | 5.2 ± 0.1, 8.2 ± 0.1 | 6.3 ± 0.1 | 6.34 ± 0.01 | 6.09 ± 0.07 | |
| Kd (nM)f | 0 mM Mg2+ | 223 ± 10 [n = 1.4 ± 0.1] | 375 ± 8 [n = 2.01 ± 0.08] | 84 ± 6 [n = 1.9 ± 0.1] | |
| 1 mM Mg2+ | 410 ± 19 [n = 1.7 ± 0.2] | 492 ± 10 [n = 2.23 ± 0.09] | 192 ± 40 | ||
| Kdkin (nM)f,g | 230 ± 200 [n = 1.4 ± 0.1] | 450 ± 300 [2.4 ± 0.1] | 94 ± 9 [n = 2.3 ± 0.1] | ||
| kon (s−1 × M−n)g | 1.9 ± 0.9 × 109 | 3.5 × 1015 | 6 × 1015 | ||
| kobs (s−1)h | 5.3 ± 0.3; 1.12 ± 0.06 | 0.63 ± 0.01 | 5.8 ± 0.1; 0.08 ± 0.001 | ||
| koff (s−1)i | 0.96 ± 0.01 | 2.1 ± 0.1 | 0.8 ± 0.1; 0.05 ± 0.01j | ||
| t1/2off (s) | 0.78 | 0.35 | 3 | ||
| Maturation half-time (min)k | ND | 16 | ND | 23 | |
| Photobleaching half-time (s)l | ND | 11 ± 4 | 40 ± 8 | ||
aQYs were determined at pH 7.20. EGFP (QY = 0.60[31]) and mTagBFP2 (QY = 0.64[32]) were used as reference standards for 495- and 405–413-nm absorbing states, respectively. bExtinction coefficient was determined by alkaline denaturation. cExtinction coefficient was estimated relative to YTnCapo with the same absorbance at 280 nm. dBrightness was calculated as a product of the quantum yield and extinction coefficient. eBrightness was normalized to that of the control mCherry protein, which was equimolar expressed in HeLa cells using GFP-P2A-mCherry construct, where GFP was EGFP, YTnCsat or NTnCapo proteins, respectively (Supplementary Fig. 4). EGFP had a brightness of 100 ± 16% (100 ± 20%). Values in the brackets correspond to the conditions in the presence of DMEM medium supplemented with 20 mM HEPES, pH 7.40, 10% FBS, Glutamine, 50 U/ml penicillin, and 50 U/ml streptomycin. fHill coefficient is shown in square brackets. gKdkin, Hill coefficients and kon values were obtained by fitting the observed association rates (Fig. 2a–c) at 100–1300 nM Ca2+ concentrations (for YTnC and GCaMP6f) or 100–300 nM Ca2+ concentrations (for NTnC) to the equation kobs = kon × [Ca2+]n + koff (Fig. 2d). Kdkin = (koff/kon)1/n. hkobs values are shown for the Ca2+ concentration of 300 nM. First and second values correspond to fast and slow exponents, respectively. i Refined koff values were determined from the dissociation kinetics records (Fig. 2f). jIn contrast to YTnC and GCaMP6f dissociation kinetics, NTnC kinetics do not agree with the two-state model. The NTnC dissociation curve was fitted to double exponential. koff values were estimated from double exponential decay with individual exponent contributions of 0.48:0.52. kEGFP had a maturation half-time of 14 min. lEGFP had a photobleaching half-time of 170 ± 20 s.
Figure 2Calcium-association and -dissociation kinetics for the YTnC indicator investigated using stopped-flow fluorimetry. (a–c) Calcium-association kinetics curves for YTnC, GCaMP6f and NTnC, respectively. (d) Observed Ca2+-association rate constants determined from association curves for YTnC and control GCaMP6f and NTnC GECIs. For the YTnC indicator, fast (green) and slow (grey) exponents are shown. The solid lines represent the fitting curves to the equation kobs = kon × [Ca2+]n + koff. (e) Relative contribution of monoexponents A1/(A1 + A2) and A2/(A1 + A2) for the YTnC indicator, where A1 and A2 are the pre-exponential factors in the association curve equation ΔFlu(t) = A1 × exp(−konobs1 × t)−A2 × exp(−konobs2 × t). The dots correspond to the A1 and A2 values, which were approximated by a linear equation (R2 = 5.083). (f) Calcium-dissociation kinetics for YTnC, GCaMP6f and NTnC GECIs. Starting concentration of free Ca2+ was 1000 nM. Three replicates were averaged for analysis. Whiskers correspond to SD error.
Figure 3Response of the YTnC indicator to Ca2+ variations in HeLa Kyoto cells and cultured neurons. (a) Confocal images of HeLa Kyoto cells co-expressing green YTnC (panel a, left) and red R-GECO1 (panel a, right) calcium indicators. (b, c) The graphs illustrate changes in green fluorescence of YTnC (panel b) or control NTnC (panel c) indicators and in red fluorescence of the reference co-expressed R-GECO1 GECI in response to the addition of 2 mM CaCl2 and 2.5 μM ionomycin. The changes in panel b correspond to the area indicated with white circles in panel a. One example of three repeats is shown. (d) Dissociated neuronal culture co-expressing YTnC (panel d, left) and R-GECO1 (panel d, right) calcium indicators. (e,f) The graphs illustrate changes in red fluorescence of R-GECO1 (excitation 561 nm) and green fluorescence of YTnC (excitation 488 nm) (panel e) or control NTnC (panel f) as a result of spontaneous activity in neuronal culture. The graph in panel e illustrates changes in fluorescence in the area indicated with white circle in panel d. (b–c, e–f) The minimal fluorescence values were normalized to one.
Figure 4Fluorescence changes in neurons expressing YTnC and GCaMP6s indicators in dissociated culture in response to intracellularly induced APs. (a) Fluorescence changes in GECI-expressing cells to the train of 10 APs intracellularly induced with a frequency of 50 Hz. Ca2+ responses were averaged across representative recorded neurons from different wells (N = 6 and 7 neurons from 3 and 4 cultures for GCaMP6s and YTnC, respectively). Example of intracellular recording (grey) was obtained from one representative cell. (b) Dependence of the amplitudes of responses induced by different numbers of APs in neurons expressing YTnC and GCaMP6s. The linear regression shown in the figure was calculated for the 2–50 AP subset for both YTnC (R2 = 0.9959) and GCaMP6s (R2 = 0.9981). Note that in the range of 2 to 50 APs, dependence is linear for both indicators, whereas the amplitude of response to 100 APs in GCaMP6s-expressing neurons lies well below the linear regression line. At the same time, the response of YTnC to 100APs is located directly on the 2–50 regression line, i.e., dependence remains linear even for responses to strong stimulation. Values are shown as the means ± SEM.
Figure 5In vivo drifting grating-evoked neuronal activity in the mouse cortex visualized with YTnC and GCaMP6s calcium indicators using two-photon microscopy. (a) Example of the 3D reconstruction of YTnC-positive cells in the V1 visual cortex area using 960 nm excitation light. Block size, 317 × 317 × 350 μm. (b) Averaged ΔF/F responses corresponding to spontaneous (non-specific) and grating-evoked (specific) activity across neurons (n = 9, YTnC; n = 5, GCaMP6s and n = 3, YTnC; n = 2, GCaMP6s, respectively) in the V1 area for the YTnC and GCaMP6s indicators, respectively. (c) Two-photon images of two regions from V1 layer 2/3 neurons captured during presentation of drifting grating to the mouse for YTnC and GCaMP6s indicators. Averaged ΔF/F responses during presentation of drifting gratings (eight directions, 10 repetitions) are shown for the selected neurons. The directions of the drifting gratings (blue lines) are shown with arrows (in black). Grey and red lines correspond to the individual and averaged traces across ten repetitions, respectively. Black horizontal lines correspond to the time of grating presentation.
Figure 6In vivo neuronal Ca2+ activity in hippocampus of freely behaving mice visualized with calcium indicators YTnC, GCaMP6f, GCaMP6s and an nVista HD system. (a) Photo of an nVista HD miniature microscope mounted to the head of mice. (b) Spatial filters and sample traces obtained from a 10-min imaging session with freely behaving mice expressing GCaMP6f, YTnC and GCaMP6s. (c) Mean spikes for calcium indicators GCaMP6f, YTnC and GCaMP6s; spikes exceeding the 4 MAD threshold were aligned at the moment of the very start of the peak (3 s). (d) Photo of O-shaped track with landmarks. (e) Circular plot of mouse trajectory during the exploration of circular track, synchronized with the spikes of a place cell (green triangles). The sensors GCaMP6f, YTnC and GCaMP6s were delivered to the hippocampus with rAAV (AAV-CAG-NES-GCaMP6f, AAV-CAG-NES-YTnC and AAV-CAG-GCaMP6s, respectively) particles.
Figure 7Localization of YTnC and GCaMP6s calcium indicators targeted to the different compartments of HeLa and neuronal cells. Confocal images of cells transiently expressing the listed fusions. The DNAs coding YTnC and GCaMP6s sensors were delivered to the HeLa and neuronal cells using transient transfection with lipofectamine or calcium-phosphate precipitation, respectively.