Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_PFlux_081910_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 15 2005 |
Start Time | | 2005/05/15 00:00 |
End Time | | 2005/05/16 00:00 |
Key Words | | GEM Challenge |
Model | | BATSRUS |
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 | | 16.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 105.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | GEM_PFlux_081910_1 |
Minimum Dst Value | | -247 |
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: image/png;base64,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)
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