Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-11-20030107_021400_20030107_065900-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 02:14 |
End Time | | 2003/01/07 06:57 |
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 | | 32.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-11-20030107_021400_20030107_065900-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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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