Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victor_Sergeev_100705_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 20 2001 |
Start Time | | 2001/10/20 7:00 |
End Time | | 2001/10/20 11:00 |
Key Words | | Flapping1 |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Victor_Sergeev_100705_1 |
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.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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