Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Deirdre_Wendel_110513_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 18, 2002 |
Start Time | | 2002/03/18 14:00 |
End Time | | 2002/03/18 16:00 |
Key Words | | northward IMF reconnection |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | -33 |
F10.7 | | 177.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Deirdre_Wendel_110513_1 |
Minimum Dst Value | | 42 |
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.
Satellite data B plot for Wind for time period of this run.
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)
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