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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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