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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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