Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Erika_Hausladen_112123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | GM Model |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Erika_Hausladen_112123_2 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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