Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040123_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 18, 2021 |
Start Time | | 2021/11/18 00:00 |
End Time | | 2021/11/18 08:00 |
Key Words | | 0 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040123_4 |
Minimum Dst Value | | -6 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
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. |