Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Miles_Bengtson_090415_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 21, 2014 |
Start Time | | 2014/03/21 01:30 |
End Time | | 2014/03/21 04:00 |
Key Words | | magnetic field, Van Allen Probe, RBSP |
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 | | -6.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.12 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 151.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Miles_Bengtson_090415_1 |
Minimum Dst Value | | 8 |
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.
![](data: 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)
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