Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_120222_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 24, 2003 |
Start Time | | 2003/10/24 17:00 |
End Time | | 2003/10/24 19:00 |
Key Words | | test |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.13 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_120222_2 |
Minimum Dst Value | | -26 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
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)
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