Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-03-20020614_201200_20020615_005700-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 20:12 |
End Time | | 2002/06/15 00:55 |
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 | | -24.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-03-20020614_201200_20020615_005700-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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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