Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xiangyun_Zhang_041411_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 2 2007 |
Start Time | | 2007/06/02 18:00 |
End Time | | 2007/06/02 24:00 |
Key Words | | flux ropes |
Model | | BATSRUS with RCM |
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 | | 33.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 86.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Xiangyun_Zhang_041411_2 |
Minimum Dst Value | | 8 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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