Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-02-20020614_152600_20020614_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/14 |
Start Time | | 2002/06/14 15:26 |
End Time | | 2002/06/14 20:09 |
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 | | -32.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-02-20020614_152600_20020614_201100-constBx0 |
Minimum Dst Value | | -11 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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