Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Marc_Kornbleuth_120513_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 29, 2002 |
Start Time | | 2002/09/29 16:57 |
End Time | | 2002/09/30 10:57 |
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 | | 8.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 139.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Marc_Kornbleuth_120513_2 |
Minimum Dst Value | | -30 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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