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 GOES-12 for time period of this run.
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)
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