Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jahnieka_Griffin_070809_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 1 2000 |
Start Time | | 2000/02/01 00:00 |
End Time | | 2000/02/01 23:59 |
Key Words | | Solar Storm/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 | | -22.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 134.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jahnieka_Griffin_070809_2 |
Minimum Dst Value | | -14 |
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-10 for time period of this run.
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)
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