Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vassilis_Angelopoulos_061708_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 2 2008 |
Start Time | | 2008/02/02 07:30 |
End Time | | 2008/02/02 09:00 |
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 | | -25.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Vassilis_Angelopoulos_061708_3 |
Minimum Dst Value | | -36 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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