Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ankush_Bhaskar_010318_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 06, 2014 |
Start Time | | 2014/12/06 21:00 |
End Time | | 2014/12/06 22:30 |
Key Words | | shock |
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 | | -18.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ankush_Bhaskar_010318_2 |
Minimum Dst Value | | -6 |
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 THEMIS-B for time period of this run.
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)
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