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.
Data/Model comparison B plot for Wind for time period of this run.
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)
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