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