| Literature DB >> 28533812 |
Nobuo Suzui1,2, Yong-Gen Yin1, Satomi Ishii1, Hitoshi Sekimoto3, Naoki Kawachi1.
Abstract
BACKGROUND: Positron imaging can be used to non-destructively visualize the dynamics of a positron-emitting radionuclide in vivo, and is therefore a tool for understanding the mechanisms of nutrient transport in intact plants. The transport of zinc, which is one of the most important nutrient elements for plants, has so far been visualized by positron imaging using 62Zn (half-life: 9.2 h), which is manufactured in the limited number of facilities that have a cyclotron. In contrast, the positron-emitting radionuclide 65Zn (half-life: 244 days) is commercially available worldwide. In this study, we examined the possibility of conducting positron imaging of zinc in intact plants using 65Zn.Entities:
Keywords: Non-destructive imaging; Plant nutrition; Positron imaging; Radionuclide; Zinc
Year: 2017 PMID: 28533812 PMCID: PMC5437668 DOI: 10.1186/s13007-017-0188-0
Source DB: PubMed Journal: Plant Methods ISSN: 1746-4811 Impact factor: 4.993
Fig. 1Serial images of 65Zn movement in the dwarf rice plants. a Photograph of test plants in the experimental apparatus. The dotted and solid rectangles indicate the field of view of the PETIS during the imaging of the below-ground and the above-ground parts of the plants, respectively. b Serial images of the below-ground part (0–24 h). c Serial images of the below-ground part (24–96 h). Each frame was created from the integration of 18 (b) or 54 (c) original images collected every 10 min
Fig. 3Evaluation of zinc uptake kinetics in non-dwarf rice plants using the 65Zn imaging data. a Photograph of test plants in the acrylic root box. The dotted rectangle indicates the field of view of the PETIS. b Serial images of 65Zn uptake by rice plants fed with different initial zinc concentrations (left to right: 0.1, 0.25, 0.5, 1, 2.5, and 5 µM). The yellow rectangles indicate the regions examined for the time course analysis. c Time course of the zinc concentration in the solution for the different solutions. d Scatter plot of the uptake velocity as a function of zinc concentration. The symbols used for each dataset correspond to the initial zinc concentrations as in c. The dotted curve represents the modified Michaelis–Menten model fit to the results
Fig. 2Time course of the amount of zinc in different regions of dwarf rice plants. a Examined regions in the underground part of the plants. The blue dotted rectangle indicates the region of the solution and the red solid rectangle that of the solution and the root. b Time course of the amount of zinc in the solution. c Time course of the amount of newly acquired zinc in the root. e Examined regions of the above-ground part of the plants. d Time course of the amount of newly acquired zinc in the shoot base. f Time course of the amount of newly acquired zinc in the shoot base. g Time course of the amount of newly acquired zinc in the panicle. The dotted line indicates a linear approximation of the data. The red bar below the time axis represents the duration of the 65Zn feeding step, during which 3 nmol of zinc were administered to the plants