Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrew_Poppe_020223_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 23, 2013 |
Start Time | | 2013/06/23 12:00 |
End Time | | 2013/06/24 12:00 |
Key Words | | ARTEMIS_magnetosphere |
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 | | 26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 132.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Andrew_Poppe_020223_1 |
Minimum Dst Value | | -38 |
SW Source | | WIND |
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-B for time period of this run.
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)
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