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-3 for time period of this run.
![](data: image/png;base64,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)
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