Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-10-20020303_141100_20020303_185600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/03 |
Start Time | | 2002/03/03 14:11 |
End Time | | 2002/03/03 18:54 |
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 | | -3.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-10-20020303_141100_20020303_185600-constBx0 |
Minimum Dst Value | | -36 |
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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