Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Regupathi_Angappan_052323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 30, 2023 |
Start Time | | 2023/03/30 00:00 |
End Time | | 2023/03/30 23:48 |
Key Words | | 1423 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.22 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Regupathi_Angappan_052323_1 |
Minimum Dst Value | | -23 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: 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