Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_121607_3c | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 23 2007 |
Start Time | | 2007/03/23 07:00 |
End Time | | 2007/03/23 14:00 |
Key Words | | Substorm Test |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 1.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 72.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Masha_Kuznetsova_121607_3c |
Minimum Dst Value | | -10 |
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-12 for time period of this run.
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)
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