Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-06-20020918_154900_20020918_203400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/18 |
Start Time | | 2002/09/18 15:49 |
End Time | | 2002/09/18 20:32 |
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 | | -11.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-06-20020918_154900_20020918_203400-constBx0 |
Minimum Dst Value | | -37 |
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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