Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yusuke_Ebihara_091705_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 6 2003 |
Start Time | | 2003/06/06 16:10 |
End Time | | 2003/06/06 16:50 |
Key Words | | south pole aurora |
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 | | 33.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 129.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Yusuke_Ebihara_091705_1 |
Minimum Dst Value | | 0 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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