Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-04-20020918_061700_20020918_110200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/18 |
Start Time | | 2002/09/18 06:17 |
End Time | | 2002/09/18 11:00 |
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 | | 3.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-04-20020918_061700_20020918_110200-constBx0 |
Minimum Dst Value | | -31 |
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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