Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tatiana_Niembro_100919_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 13, 2016 |
Start Time | | 2016/10/13 00:00 |
End Time | | 2016/10/15 00:00 |
Key Words | | solar wind |
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 | | -11.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.01 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Tatiana_Niembro_100919_1 |
Minimum Dst Value | | -105 |
SW Source | | ACE-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 THEMIS-B for time period of this run.
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)
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