Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Suleiman_Baraka_091009_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 4 2009 |
Start Time | | 2009/08/04 17:00 |
End Time | | 2009/08/04 20:56 |
Key Words | | magnetospheric/supersonic flow |
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 | | 29.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Suleiman_Baraka_091009_1 |
Minimum Dst Value | | -7 |
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-D for time period of this run.
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)
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