Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-11-20020303_185700_20020303_234200-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 18:57 |
End Time | | 2002/03/03 23:40 |
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 | | 2.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-11-20020303_185700_20020303_234200-constBx0 |
Minimum Dst Value | | -39 |
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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