Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bartlomiej_Staszewski_050617_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 21, 2017 |
Start Time | | 2017/03/21 00:00 |
End Time | | 2017/03/24 02:00 |
Key Words | | electrron plasmasphere |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 80.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Bartlomiej_Staszewski_050617_1 |
Minimum Dst Value | | -87 |
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-B for time period of this run.
![](data: 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