Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-02-20020915_113700_20020915_162200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/15 |
Start Time | | 2002/09/15 11:37 |
End Time | | 2002/09/15 16:20 |
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 | | -11.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-02-20020915_113700_20020915_162200-constBx0 |
Minimum Dst Value | | -32 |
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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