Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thomas_Moore_012312_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 13, 2002 |
Start Time | | 2002/06/13 14:45 |
End Time | | 2002/06/13 15:45 |
Key Words | | KHI Dawn OPS |
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 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Thomas_Moore_012312_1 |
Minimum Dst Value | | -1 |
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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