Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrea_Diedrich_022806_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 3 2005 |
Start Time | | 2005/03/03 0:00 |
End Time | | 2005/03/03 12:00 |
Key Words | | Generic Magnetosphere |
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 | | -11.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Andrea_Diedrich_022806_1 |
Minimum Dst Value | | -2 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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