Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_120108_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 12 2007 |
Start Time | | 2007/12/12 00:00 |
End Time | | 2007/12/12 06:00 |
Key Words | | substorm |
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 | | -26.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 91.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_120108_1 |
Minimum Dst Value | | -26 |
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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