Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zerefsan_Kaymaz_062106_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 7 2004 |
Start Time | | 2004/11/07 16:00 |
End Time | | 2004/11/07 21:00 |
Key Words | | cusp position |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 127.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Zerefsan_Kaymaz_062106_1 |
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-1 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. |