Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: jie_luo_041522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | BATSRUS |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | jie_luo_041522_1 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
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-8 for time period of this run.
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)
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