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 Cluster-4 for time period of this run.
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)
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