Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_032116_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 11:30 |
End Time | | 2015/10/16 13:30 |
Key Words | | MMS Event |
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 | | -7.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Masha_Kuznetsova_032116_1 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-E for time period of this run.
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)
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