Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naoko_Takahashi_080217_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 00:00 |
End Time | | 2017/03/30 00:00 |
Key Words | | substorm injection |
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 | | -0.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 82.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naoko_Takahashi_080217_1 |
Minimum Dst Value | | -74 |
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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