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 Wind for time period of this run.
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)
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