Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-03-20020906_035700_20020906_084200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/06 |
Start Time | | 2002/09/06 03:57 |
End Time | | 2002/09/06 08:40 |
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 | | 2.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-03-20020906_035700_20020906_084200-constBx0 |
Minimum Dst Value | | -33 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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