Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GUO_XC_061923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 08, 2002 |
Start Time | | 2002/09/08 06:00 |
End Time | | 2002/09/08 08:30 |
Key Words | | fac |
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 | | -4.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GUO_XC_061923_1 |
Minimum Dst Value | | -127 |
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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