Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ryan_Boller_010804_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 29 2002 |
Start Time | | 2002/03/29 20:00 |
End Time | | 2002/03/30 3:46 |
Key Words | | K-H 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 | | 12.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Ryan_Boller_010804_1 |
Minimum Dst Value | | 7 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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