Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CCMC_CCMC_082808_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 14 2006 |
Start Time | | 2006/12/14 11:30 |
End Time | | 2006/12/16 00:00 |
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 | | -21.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 90.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | CCMC_CCMC_082808_3 |
Minimum Dst Value | | -162 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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