Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: david_sibeck_011010_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 30 2001 |
Start Time | | 2001/03/30 21:00 |
End Time | | 2001/03/31 06:00 |
Key Words | | geomagnetic storm |
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 | | 10.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 256.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | david_sibeck_011010_1 |
Minimum Dst Value | | -156 |
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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