Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: xiangyun_zhang_040811_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 4 2007 |
Start Time | | 2007/04/04 10:30 |
End Time | | 2007/04/04 15:30 |
Key Words | | flux ropes |
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 | | 4.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | xiangyun_zhang_040811_4 |
Minimum Dst Value | | -25 |
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.
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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