Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bartlomiej_Staszewski_092617_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 01, 2017 |
Start Time | | 2017/07/01 00:00 |
End Time | | 2017/07/03 23:00 |
Key Words | | Plasma Outflow |
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 | | 20.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Bartlomiej_Staszewski_092617_1 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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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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)
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