Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Constantina_Fotopoulou_061917_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 04, 2010 |
Start Time | | 2010/04/04 00:00 |
End Time | | 2010/04/05 12:00 |
Key Words | | CME |
Model | | SWMF |
Model Version | | v20140611 |
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 | | 32.34 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 78.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Constantina_Fotopoulou_061917_1 |
Minimum Dst Value | | -37 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-D 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. |