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.
Satellite data B plot for Polar for time period of this run.
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)
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