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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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