Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit392-03-20030112_152700_20030112_201200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/12 |
Start Time | | 2003/01/12 15:27 |
End Time | | 2003/01/12 20:10 |
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 | | 12.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 167.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit392-03-20030112_152700_20030112_201200-constBx0 |
Minimum Dst Value | | -21 |
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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