Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Marc_Kornbleuth_112013_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 23, 2005 |
Start Time | | 2005/06/23 03:40 |
End Time | | 2005/06/23 14:40 |
Key Words | | X-ray charge exchange |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 80.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Marc_Kornbleuth_112013_1 |
Minimum Dst Value | | -85 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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