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 Cluster-2 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. |