Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-10-20030106_212800_20030107_021300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/06 |
Start Time | | 2003/01/06 21:28 |
End Time | | 2003/01/07 02:11 |
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 | | 25.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-10-20030106_212800_20030107_021300-constBx0 |
Minimum Dst Value | | -12 |
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 Geotail for time period of this run.
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)
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