Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: filiz_katircioglu_032612_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 02, 2007 |
Start Time | | 2007/06/02 00:00 |
End Time | | 2007/06/02 14:00 |
Key Words | | plasma depletion, magnetopause, magnetosheath |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -34.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 86.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | filiz_katircioglu_032612_1 |
Minimum Dst Value | | 1 |
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 Polar 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. |