Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_082708_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 06:30 |
End Time | | 2007/12/12 11:00 |
Key Words | | substorm, velocity effects |
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 | | -33.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 91.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Martin_Connors_082708_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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