Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shenwei_Zhou_101823_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 28, 2013 |
Start Time | | 2013/04/28 00:00 |
End Time | | 2013/04/28 00:20 |
Key Words | | GM |
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 | | 12.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shenwei_Zhou_101823_5 |
Minimum Dst Value | | -14 |
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-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. |