Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_092521_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 25, 2018 |
Start Time | | 2018/08/25 00:00 |
End Time | | 2018/08/27 12:00 |
Key Words | | swmf |
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 | | 8.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 73.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_092521_4 |
Minimum Dst Value | | -169 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 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. |