| Literature DB >> 29196636 |
Rajesh Kumar Pathak1, Mamta Baunthiyal2, Neetesh Pandey3, Dinesh Pandey4, Anil Kumar5.
Abstract
The productivity of Oilseed Brassica, one of the economically important crops of India, is seriously affected by the disease, Alternaria blight. The disease is mainly caused by two major necrotrophic fungi, Alternaria brassicae and Alternaria brassicicola which are responsible for significant yield losses. Till date, no resistant source is available against Alternaria blight, hence plant breeding methods can not be used to develop disease resistant varieties. Jasmonate mediated signalling pathway, which is known to play crucial role during defense response against necrotrophs, could be strengthened in Brassica plants to combat the disease. Since scanty information is available in Brassica-Alternaria pathosystems at molecular level therefore, in the present study efforts have been made to model jasmonic acid pathway in Arabidopsis thaliana to simulate the dynamic behaviour of molecular species in the model. Besides, the developed model was also analyzed topologically for investigation of the hubs node. COI1 is identified as one of the promising candidate genes in response to Alternaria and other linked components of plant defense mechanisms against the pathogens. The findings from present study are therefore informative for understanding the molecular basis of pathophysiology and rational management of Alternaria blight for securing food and nutritional security.Entities:
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Year: 2017 PMID: 29196636 PMCID: PMC5711873 DOI: 10.1038/s41598-017-16884-3
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Systems Biology Graphical Notation (SBGN) symbols provided in CellDesigner4.4 for modeling of biological pathway.
Figure 2Jasmonate singaling pathway map was constructed by CellDesigner4.4 using systems biology graphical nonation (SBGN). A total number of 37 reactions and 44 species were included. The process diagrams, explicitly displaying unknown molecule, receptors, proteins, protein in phosphorylated forms, simple molecules and different cellular compartment. The active state of the molecules is indicated by a dashed line surrounding the molecule and defense response in the form of phenotype symbol with different colors and shape.
Reactions and details of kinetics rate equations used in the model.
| SN | Reactions | Kinetics equations |
|---|---|---|
| 1 | Necrotrophic fungal pathogen → PRRs | Vre1 = vmax_re1 × Necrotrophic fungal pathogen/(kmc_re1_ Necrotrophic fungal pathogen + Necrotrophic fungal pathogen) |
| 2 | PRRs → MAPKKK | Vre2 = vmax_re2 × PRRs/(kmc_re2_PRRs + PRRs) |
| 3 | MAPKKK → MAPKKK | Vre3 = vmax_re3 × MAPKKK/(kmc_re3_MAPKKK + MAPKKK) |
| 4 | MAPKKK → MAPKK | Vre4 = vmax_re4 × MAPKKK/(kmc_re4_MAPKKK + MAPKKK) |
| 5 | MAPKK → MAPKK | Vre5 = vmax_re5 × MAPKK/(kmc_re5_MAPKK + MAPKK) |
| 6 | MAPKK → MAPK | Vre6 = vmax_re6 × MAPKK/(kmc_re6_MAPK + MAPK) |
| 7 | MAPK → MAPK | Vre7 = vmax_re7 × MAPK/(kmc_re7_MAPK + MAPK) |
| 8 | MAPK → MAPK6 | Vre8 = vmax_re8 × MAPK/(kmc_re8_MAPK + MAPK) |
| 9 | MAPK6 → Linolenic acid catalyzed by Lipase | Vre9 = Lipase × kcat_re9 × MAPK6/(kmc_re9_MAPK6_Lipase + MAPK6) |
| 10 | Linolenic acid → HPOT catalyzed by Lipoxygenase | Vre10 = Lipoxygenase × kcat_re10_s13 × Linolenic acid/(kmc_re10_Linolenic acid_Lipoxygenase + Linolenic acid) |
| 11 | HPOT → EOT catalyzed by Allene oxide synthase | Vre11 = Allene oxide synthase × kcat_re11_s15 × HPOT/(kmc_re11_HPOT_Allene oxide synthase + HPOT) |
| 12 | EOT → OPDA catalyzed by Allene oxide cyclase | Vre12 = Allene oxide cyclase × kcat_re12_s15 × EOT/(kmc_re12_EOT_Allene oxide cyclase + EOT) |
| 13 | OPDA → OPDA catalyzed by OPDA reductase | Vre13 = OPDA reductase × kcat_re13_s19 × OPDA/(kmc_re13_OPDA_OPDA reductase + OPDA) |
| 14 | OPDA → OPC-8 catalyzed by OPC-8 CoA ligase | Vre14 = OPC-8 CoA ligase × kcat_re14_s21 × OPDA/(kmc_re14_OPDA_OPC-8 CoA ligase + OPDA) |
| 15 | OPC-8 → OPC-6 catalyzed by ACX | Vre15 = ACX × kcat_re15_s23 × OPC-8/(kmc-re15_OPC-8_ACX + OPC-8) |
| 16 | OPC-6 → OPC-4 catalyzed by MFP | Vre16 = MFP × kcat_re16_s25 × OPC-6/(kmc_re16_OPC-6_MFP + OPC-6) |
| 17 | OPC-4 → JA catalyzed by KAT | Vre17 = KAT × kcat_re17_s27 × OPC-4/(kmc_re17_OPC-4_KAT + OPC-4) |
| 18 | JA → JA | Vre18 = vmax_re18 × JA/(kmc_re18_JA + JA) |
| 19 | JA → MeJA catalyzed by JMT | Vre19 = JMT × kcat_re19_s30 × JA/(kmc_re19_JA_JMT + JA) |
| 20 | JA → JA-IIe catalyzed by JAR1 | Vre20 = JAR1 × kcat_re20_s32 × JA/(kmc_re20_JA_JAR1 + JA) |
| 21 | MeJA → MeJA | Vre21 = vmax_re21 × MeJA/(kmc_re21_MeJA + MeJA) |
| 22 | JA-Ile-JA-Ile | Vre22 = vmax_re22 × JA-Ile/(kmc_re22_JA-Ile + JA-Ile) |
| 23 | JA-Ile → COI1 | Vre23 = vmax_re23 × JA-lle/(kmc_re23_JA-Ile + JA-Ile) |
| 24 | MeJA → COI1 | Vre24 = vmax_re24 × MeJA/(kmc_re24_MeJA + MeJA) |
| 25 | COI1 → SCF-COI1 | Vre25 = vmax_re25 × COI1/(kmc_re25_COI1 + COI1) |
| 26 | SCF-COI1 → JAZ3 | Vre26 = vmax_re26 × SCF-COI1/(kmc_re26_SCF-COI1 + SCF-COI1) |
| 27 | SCF-COI1 → JAZ1 | Vre27 = vmax_re27 × SCF-COI1/(kmc_re27_SCF-COI1 + SCF-COI1) |
| 28 | JAZ3 → JAZ | Vre28 = vmax_re28 × JAZ3/(kmc_re28_JAZ3 + JAZ3) |
| 29 | JAZ1 → JAZ | Vre29 = vmax_re29 × JAZ1/(kmc_re29_JAZ1 + JAZ1) |
| 30 | JAZ → 26 S proteasome | Vre30 = vmax_re30 × JAZ/(kmc_re30_JAZ + JAZ) |
| 31 | 26 S proteasome → Degrade | Vre31 = vmax_31 × [26 S proteasome] × vol(Nucleus)/(kmc_re31_[26 S proteasome] + [26 S proteasome] × vol(Nucleus)) |
| 32 | JAZ1 → MYC2 | Vre32 = vmax_re32 × JAZ1/(kmc_re32_JAZ1 + JAZ1) |
| 33 | JAZ → MYC2 | Vre33 = vmax_re33 × JAZ/(kmc_re33_JAZ + JAZ) |
| 34 | MYC2 → PDF1.2 | Vre34 = vmax_re34 × MYC2/(kmc_re34_MYC2 + MYC2) |
| 35 | MYC2 → PDF1.2 | Vre35 = vmax_re35 × MYC2/(kmc_re35_MYC2 + MYC2) |
| 36 | PDF1.1 → Defense response | Vre36 = vmax_re36 × PDF1.2/(kmc_re36_PDF1.1 + PDF1.1) |
| 37 | PDF1.2 → Defense response | Vre37 = vmax_re37 × PDF1.2/(kmc_re37_PDF1.2 + PDF1.2) |
Figure 3Dynamic behaviour analysis of defense response (a) COI1 is set at 0.0 (b) COI1 is set at 0.5 (c) COI1 is set at 1.0.
Figure 4Simulation curve for (a) PDF1.2 with respect to COI1 (b) PDF1.2 and defense response with respect to COI1; the amount of PDF1.2 is set at 1.0.
Figure 5Dynamic behaviour of defense response with respect to COI1 and COI1 dynamics with respect to Me-JA (a) COI1 amount is set at 2.0 (b) Me-JA amount is set at 1.0 (c) Me-JA amount is set at 0.5 (d) Me-JA amount is set at 1.0.
Figure 6Module style view of JA signalling network (directed graph) node (square box) with catalysis (red color), and physical stimulation (black color).
Values of topological parameters for JA signalling networks.
|
| 84 |
| 17.822 |
|
| 84 |
| 52 |
|
| 1 |
| 0 |
|
| 2.074 |
| 0 |
|
| 2768 |
| 26 |
CC, connected component; ANN, average number of neighbors; SP, shortest path; CPL, characteristics path length; ND, network diameter; MENP, multi-edge node pair; IN, isolated node; NR, network radius.
Figure 7Mapping of node in JA signaling network: Out degree visualization of whole pathway to map hub nodes.