Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Desheng_Han_071309_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 20 2002 |
Start Time | | 2002/03/20 13:00 |
End Time | | 2002/03/20 14:00 |
Key Words | | high-latitude reconnection |
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 | | 5.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 186.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Desheng_Han_071309_3 |
Minimum Dst Value | | -18 |
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 Polar for time period of this run.
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)
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