Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrew_Poppe_092921_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 28, 2012 |
Start Time | | 2012/10/28 00:00 |
End Time | | 2012/10/29 00:00 |
Key Words | | magnetotail |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Andrew_Poppe_092921_1 |
Minimum Dst Value | | -3 |
SW Source | | OMNI |
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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