Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_021822_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 02, 2001 |
Start Time | | 2001/01/02 21:00 |
End Time | | 2001/01/03 06:00 |
Key Words | | southward IMF turning |
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 | | -18.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.06 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 170.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_021822_2 |
Minimum Dst Value | | -35 |
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 GOES-10 for time period of this run.
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)
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