Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naoko_Takahashi_051618_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 25, 2017 |
Start Time | | 2017/09/25 12:00 |
End Time | | 2017/09/30 12:00 |
Key Words | | ULF waves and radiation belt dynamics |
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 | | 2.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 90.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naoko_Takahashi_051618_2 |
Minimum Dst Value | | -100 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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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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