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.
Satellite data B plot for Cluster-4 for time period of this run.
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)
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