Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Davis_111422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 02, 2010 |
Start Time | | 2010/05/02 10:00 |
End Time | | 2010/05/02 19:00 |
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 | | 13.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 80.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Davis_111422_1 |
Minimum Dst Value | | -66 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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