Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Aaron_Breneman_090616_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 20, 2016 |
Start Time | | 2016/01/20 10:00 |
End Time | | 2016/01/20 20:00 |
Key Words | | Firebird FB4 RBSPa conjunction |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Aaron_Breneman_090616_2 |
Minimum Dst Value | | -104 |
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 THEMIS-C for time period of this run.
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