Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040623_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 24, 2021 |
Start Time | | 2021/11/24 00:00 |
End Time | | 2021/11/24 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 | | -23.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.26 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040623_4 |
Minimum Dst Value | | -4 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-4 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |