Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_092222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 17, 2013 |
Start Time | | 2013/01/17 08:00 |
End Time | | 2013/01/17 14:00 |
Key Words | | magnetopause erosion |
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 | | -27.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 118.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_092222_1 |
Minimum Dst Value | | 3 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: 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)
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