Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ana_Escorza_031115_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2006 |
Start Time | | 2006/01/01 00:00 |
End Time | | 2006/01/02 00:00 |
Key Words | | smile4 |
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 | | -26.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 85.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ana_Escorza_031115_4 |
Minimum Dst Value | | -24 |
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-10 for time period of this run.
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)
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