Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chialin_Huang_072803_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 31 2000 |
Start Time | | 2000/03/31 4:00 |
End Time | | 2000/03/31 16:00 |
Key Words | | Storm at Mar31, 2000 |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Chialin_Huang_072803_1 |
Minimum Dst Value | | -60 |
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 IMP-8 for time period of this run.
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)
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