Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit399-01-20030128_213700_20030129_022200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/28 |
Start Time | | 2003/01/28 21:37 |
End Time | | 2003/01/29 02:20 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 22.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 121.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit399-01-20030128_213700_20030129_022200-constBx0 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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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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