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 GOES-8 for time period of this run.
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)
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