Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_060206_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 18 2002 |
Start Time | | 2002/11/18 0:00 |
End Time | | 2002/11/18 12:00 |
Key Words | | November 18, 2002 runs |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -23.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 174.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Lutz_Rastaetter_060206_3 |
Minimum Dst Value | | -34 |
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 GOES-10 for time period of this run.
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)
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