Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kristopher_Kersten_081710_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 4 2003 |
Start Time | | 2003/11/04 00:00 |
End Time | | 2003/11/04 23:59 |
Key Words | | LFM-MIX |
Model | | LFM |
Model Version | | 1.0.4 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 166.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kristopher_Kersten_081710_1 |
Minimum Dst Value | | -69 |
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.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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