Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_030823_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 11, 2010 |
Start Time | | 2010/02/11 16:00 |
End Time | | 2010/02/15 16:00 |
Key Words | | 2010 |
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 | | -4.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 91.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_030823_3 |
Minimum Dst Value | | -28 |
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 GOES-11 for time period of this run.
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)
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