Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ilja_Honkonen_020410_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 18 2004 |
Start Time | | 2004/02/18 14:00 |
End Time | | 2004/02/19 01:00 |
Key Words | | 4 substorms |
Model | | LFM |
Model Version | | 1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 95.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Ilja_Honkonen_020410_1 |
Minimum Dst Value | | -28 |
SW Source | | DSCOVR-realtime |
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 Polar for time period of this run.
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)
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