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 THEMIS-C for time period of this run.
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)
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