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-C for time period of this run.
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)
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