Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yusuke_Ebihara_091705_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 6 2003 |
Start Time | | 2003/06/06 16:00 |
End Time | | 2003/06/06 17:00 |
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 | | 33.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.70 |
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_2 |
Minimum Dst Value | | -15 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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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)
| VMR Tools created by Darren De Zeeuw. |