Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jahnieka_Griffin_070809_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 2 1998 |
Start Time | | 1998/03/02 23:00 |
End Time | | 1998/03/03 15:00 |
Key Words | | Solar Wind/Magnetotail |
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 | | -8.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 89.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jahnieka_Griffin_070809_3 |
Minimum Dst Value | | -32 |
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-9 for time period of this run.
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)
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