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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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