Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yaireska_Collado-Vega_053014_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 07, 2007 |
Start Time | | 2007/03/07 00:00 |
End Time | | 2007/03/07 18:00 |
Key Words | | Magnetopause Crossing |
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 | | -9.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Yaireska_Collado-Vega_053014_1 |
Minimum Dst Value | | -29 |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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