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-C for time period of this run.
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)
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