Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kanako_Seki_081617_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 04, 2017 |
Start Time | | 2017/04/04 00:00 |
End Time | | 2017/04/06 12:00 |
Key Words | | Arase comparison run |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 81.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kanako_Seki_081617_2 |
Minimum Dst Value | | -64 |
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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