Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-12-20030107_070000_20030107_114200-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 07:00 |
End Time | | 2003/01/07 11:40 |
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 | | 26.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-12-20030107_070000_20030107_114200-constBx0 |
Minimum Dst Value | | -5 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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