| Literature DB >> 35960361 |
Matheus M Noguera1, Aimone Porri2, Isabel S Werle1,3, James Heiser4, Frank Brändle5, Jens Lerchl2, Brent Murphy2, Michael Betz2, Fanny Gatzmann2, Martin Penkert2, Clara Tuerk2, Lucie Meyer2, Nilda Roma-Burgos6.
Abstract
MAINEntities:
Keywords: Gene amplification; Gene expression; Glufosinate resistance; Glutamine synthetase; Palmer amaranth
Mesh:
Substances:
Year: 2022 PMID: 35960361 PMCID: PMC9374794 DOI: 10.1007/s00425-022-03968-2
Source DB: PubMed Journal: Planta ISSN: 0032-0935 Impact factor: 4.540
Fig. 1Response of MO #2, MO #2 F1 and SS to increasing rates of GFA. Labeled GFA rate is 657 g ha−1. Percent survival data was fitted with a three-parameter log-logistic model and ED50 (GFA rate that controls 50% of plants) was estimated for each population. Confidence intervals of these parameters are shown between brackets. Data points are means of two runs with four replications per treatment (total n = 8)
Fig. 2Phylogenetic tree composed of 37 GS isoforms from 12 plant species. Multiple alignment and tree construction were performed using Geneious Prime. A. palmeri isoforms are highlighted in red and clustered with other species from the Amaranthaceae family (green clades). GS isoforms in grasses were closely related (orange clades). All GS2 sequences clustered in a well-defined clade (blue). Sequences were obtained from Phytozeme and Genbank databases and entries are shown in the Supplementary file F1
Fig. 3Fold-change in GS copies of 17 GFA survivors from the MO #2 population in relation to nontreated plants from a sensitive population. Fold-change was calculated using the 2–∆∆Ct method as described in Schmittgen and Livak (2008), using Actin as internal control. Bars represent means and lines represent the standard error of the mean (n = 3 technical replicates)
Fig. 4Fold-change in GS expression of 17 GFA survivors from the MO #2 population in relation to nontreated plants from a sensitive population. Fold-change was calculated using the 2.–∆∆Ct method as described in Schmittgen and Livak (2008), using Actin as internal control. Bars represent means and lines represent the standard error of the mean (n = 3 technical replicates)
Fig. 5Correlation between fold-change in GS copies and expression, in 17 GFA survivors from the MO #2 population (a). Data points from GS2 isoform were excluded from b for better visualization of data distribution
Fig. 6Fold-change in GS2 copies, expression, and protein levels on 12 plants from the MO #2 F1 population compared to three plants from an SS population. Fold-change in GS2 copies and expression was calculated using the 2–∆∆Ct method as described in Schmittgen and Livak (2008), using Actin as internal control. Fold-change in GS2 protein levels was calculated by dividing the LFQ intensity of the sample by the average of three SS plants. Bars represent means of three technical replicates and lines represent the standard error of the mean
Fig. 7Correlation between ammonia accumulation and GS2 expression fold-change relative to susceptible plants. Ammonia accumulation was determined spectrophotometrically at a wavelength of 630 nm. Absorbance was measured from leaf discs of 12 GFA-resistant plants incubated in 20 mM GFA solution. Bars represent the standard error of the mean (n = 3 technical replicates)
Fig. 8Response of N. benthamiana leaf-discs transiently overexpressing A. palmeri GS2 or an empty vector to incubation in increasing concentrations of GFA. Photosystem II operating efficiency (ϕPSII) was obtained through chlorophyll fluorescence analysis and normalized to percent inhibition in relation to controls incubated in water. A Weibull II model was used to estimate I50 values. Confidence intervals of these parameters are shown between brackets