Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 08, 2012 |
Start Time | | 2012/10/08 12:00 |
End Time | | 2012/10/09 12:00 |
Key Words | | By reversal storm |
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 | | -3.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100621_3 |
Minimum Dst Value | | -111 |
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-4 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. |