Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Afroditi_Nasi_061218_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 03, 2010 |
Start Time | | 2010/04/03 00:00 |
End Time | | 2010/04/06 00:00 |
Key Words | | flare CME charging |
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 | | 2.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 77.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Afroditi_Nasi_061218_1 |
Minimum Dst Value | | -50 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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