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.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |