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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |