Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yaireska_Collado-Vega_120115_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 23, 2015 |
Start Time | | 2015/06/23 08:00 |
End Time | | 2015/06/23 14:00 |
Key Words | | Magnetopause/Geosync crossing |
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 | | 16.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.01 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 119.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yaireska_Collado-Vega_120115_1 |
Minimum Dst Value | | 8 |
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.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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