FIGURE

Fig. 5

ID

ZDB-FIG-230901-14

Publication

Faini et al., 2023 - Ultrafast light targeting for high-throughput precise control of neuronal networks

Other Figures

All Figure Page

Back to All Figure Page

Fig. 5

Simulated temperature rise under cyclic and conventional holographic illumination.

a Temperature rise induced on an illuminated spot under conventional (black) and cyclic-illumination (blue), using a power per cell, 𝑃𝑠𝑡𝑑 $P_{s t d}$ , of 10 mW and 𝑃𝑐𝑦𝑐=𝐻⋅‾‾‾√𝑃𝑠𝑡𝑑 $P_{c y c} = \sqrt{H \cdot} P_{s t d}$ = 𝐻‾‾√⋅10 $\sqrt{H} \cdot 10$ mW, in conventional and cyclic-illumination, respectively; illumination t𝑑𝑤= $t_{d w} =$ 10 ms; H = 20; 50 µs illumination pulses; 1 ms per each cycle b Volumetric distribution of 160 spots (H = 20 holograms, m = 8 spot per hologram) uniformly distributed in a 350 × 350 × 100 µm³ volume. c Temperature rise induced on a central spot when 160 spots are illuminated as depicted in (b) under conventional (black) and cyclic-illumination (blue). Inset: Temperature rise induced on the central spot by the 159 neighboring spots. d, e Temperature rise for different spots density d distributed in the considered volume under conventional (d) and cyclic-illumination (e). f Maximum temperature rise for cyclic- and conventional-illumination as simulated in (d, e). t𝑑𝑤= $t_{d w} =$ 20 ms. Power per cell in conventional illumination 𝑃(𝑧)=10⋅𝑒𝑧/𝓁𝑠 $P (z) = 10 \cdot e^{z / l_{s}}$ mW; Power per cell in cyclic-illumination 𝑃(𝑧)=10⋅𝑒𝑧/𝓁𝑠⋅𝐻‾‾√ $P (z) = 10 \cdot e^{z / l_{s}} \cdot \sqrt{H}$ ; H = 20 in (b–d).

Expression Data

Expression Detail

Antibody Labeling

Phenotype Data

Phenotype Detail

Acknowledgments

This image is the copyrighted work of the attributed author or publisher, and ZFIN has permission only to display this image to its users. Additional permissions should be obtained from the applicable author or publisher of the image. Full text @ Nat. Commun.