Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 04, 2013 |
Start Time | | 2013/02/04 12:00 |
End Time | | 2013/02/05 00:00 |
Key Words | | magnetopause |
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 | | -13.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100522_1 |
Minimum Dst Value | | -2 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |