Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sunhak_Hong_051111_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 27 2001 |
Start Time | | 2001/03/27 00:00 |
End Time | | 2001/03/28 11:59 |
Key Words | | Unusual Weak Day-side GEO Mag Field |
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 | | -1.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 272.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Sunhak_Hong_051111_2 |
Minimum Dst Value | | -56 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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