Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thomas_Moore_012312_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 06, 2002 |
Start Time | | 2002/06/06 13:00 |
End Time | | 2002/06/06 14:00 |
Key Words | | KHI Dawn PS |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Thomas_Moore_012312_2 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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