Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080717_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | Magnetopause Crossing |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_080717_2 |
Minimum Dst Value | | -89 |
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-3 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. |