Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080317_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 16, 2012 |
Start Time | | 2012/06/16 15:20 |
End Time | | 2012/06/17 03:20 |
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 | | 32.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 138.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_080317_2 |
Minimum Dst Value | | 26 |
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. |