Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Derek_Andeweg_051508_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 22 2002 |
Start Time | | 2002/03/22 00:00 |
End Time | | 2002/03/27 00:00 |
Key Words | | Test |
Model | | BATSRUS with RCM |
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 | | -3.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 34.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 170.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Derek_Andeweg_051508_1 |
Minimum Dst Value | | -100 |
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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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