Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_101411_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 27 2009 |
Start Time | | 2009/10/27 20:00 |
End Time | | 2009/10/29 14:00 |
Key Words | | plasma sheet |
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 | | -6.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 80.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_101411_1 |
Minimum Dst Value | | -19 |
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 Geotail for time period of this run.
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)
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