Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_091306_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 18 2002 |
Start Time | | 2002/03/18 13:30 |
End Time | | 2002/03/18 15:30 |
Key Words | | Xline |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 176.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Patricia_Reiff_091306_3 |
Minimum Dst Value | | 42 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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