Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-02-20030107_162800_20030107_211300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/07 |
Start Time | | 2003/01/07 16:28 |
End Time | | 2003/01/07 21:11 |
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 | | 14.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-02-20030107_162800_20030107_211300-constBx0 |
Minimum Dst Value | | -13 |
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.
![](data: 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)
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