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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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