Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chris_Winkelmann_030817_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 20, 2015 |
Start Time | | 2015/06/20 00:00 |
End Time | | 2015/06/23 02:00 |
Key Words | | GM with RCM |
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 | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chris_Winkelmann_030817_2 |
Minimum Dst Value | | -119 |
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-C for time period of this run.
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)
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