Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-11-20021006_072700_20021006_121200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/06 |
Start Time | | 2002/10/06 07:27 |
End Time | | 2002/10/06 12:10 |
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 | | 8.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-11-20021006_072700_20021006_121200-constBx0 |
Minimum Dst Value | | -71 |
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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