Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Runov_061208_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 20 2007 |
Start Time | | 2007/12/20 05:30 |
End Time | | 2007/12/20 08:00 |
Key Words | | THEMIS, Magnetotail |
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 | | -32.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 69.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Andrey_Runov_061208_2 |
Minimum Dst Value | | -12 |
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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