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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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