Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Michael_Campobasso_041816_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 25, 2015 |
Start Time | | 2015/12/25 00:00 |
End Time | | 2015/12/26 00:00 |
Key Words | | Tailside Reconnection |
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 | | -26.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 122.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Michael_Campobasso_041816_1 |
Minimum Dst Value | | 6 |
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-B for time period of this run.
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)
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