Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit394-11-20030118_234300_20030119_042800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/18 |
Start Time | | 2003/01/18 23:43 |
End Time | | 2003/01/19 04:26 |
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 | | 28.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit394-11-20030118_234300_20030119_042800-constBx0 |
Minimum Dst Value | | 2 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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