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 GOES-11 for time period of this run.
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