Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-06-20020615_103000_20020615_151500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/15 |
Start Time | | 2002/06/15 10:30 |
End Time | | 2002/06/15 15:13 |
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 | | -28.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-06-20020615_103000_20020615_151500-constBx0 |
Minimum Dst Value | | -4 |
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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