Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Davis_011823_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 28, 2011 |
Start Time | | 2011/05/28 06:00 |
End Time | | 2011/05/28 12:00 |
Key Words | | SWMF |
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 | | 12.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Davis_011823_3 |
Minimum Dst Value | | -80 |
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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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