Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Joe_Borovsky_051809_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16 2003 |
Start Time | | 2003/10/16 00:00 |
End Time | | 2003/10/16 06:00 |
Key Words | | AmblesideOct16 |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Joe_Borovsky_051809_1 |
Minimum Dst Value | | -51 |
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 Polar for time period of this run.
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)
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