Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: ccmc_ccmc_082208_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 29 2003 |
Start Time | | 2003/10/29 06:00 |
End Time | | 2003/10/30 06:00 |
Key Words | | GEM 2008 Metrics Challenge |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 275.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | ccmc_ccmc_082208_1 |
Minimum Dst Value | | -353 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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