Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_062822_3 | |
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 | | 2000/01/02 02:00 |
Key Words | | Vsw800 |
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 | | 30 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_062822_3 |
Minimum Dst Value | | -50 |
SW Source | | OMNI |
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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