Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-02-20030105_072000_20030105_120500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/05 |
Start Time | | 2003/01/05 07:20 |
End Time | | 2003/01/05 12:03 |
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 | | 25.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-02-20030105_072000_20030105_120500-constBx0 |
Minimum Dst Value | | -9 |
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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