Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101221_1 | |
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 conductance |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101221_1 |
Minimum Dst Value | | -89 |
SW Source | | OMNI |
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. |