Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_032116_2 | |
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 13:02 |
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_2 |
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-A for time period of this run.
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)
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