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 THEMIS-E 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. |