Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: naoko_Takahashi_061317_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 27, 2017 |
Start Time | | 2017/03/27 06:00 |
End Time | | 2017/03/27 12:00 |
Key Words | | storm |
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 | | -6.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | naoko_Takahashi_061317_1 |
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-B for time period of this run.
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)
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