Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_4 | |
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_4 |
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 THEMIS-E 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. |