Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_121607_3b | |
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 | | THEMIS Substorm test; ~ 9 mln cells |
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_3b |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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