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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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