Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mitko_Danov_061609_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 30 2008 |
Start Time | | 2008/06/30 00:00 |
End Time | | 2008/06/30 22:00 |
Key Words | | FAC, IMF Clock Angle, multiple FAC sheets |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Mitko_Danov_061609_1 |
Minimum Dst Value | | 8 |
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.
![](data: 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)
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