Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Don_Fairfield_102004_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20 2001 |
Start Time | | 2001/11/20 10:00 |
End Time | | 2001/11/20 22:00 |
Key Words | | K-G instability |
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 | | -22.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Don_Fairfield_102004_3 |
Minimum Dst Value | | -35 |
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 GOES-8 for time period of this run.
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)
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