Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit286-04-20020505_144900_20020505_193400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/05 |
Start Time | | 2002/05/05 14:49 |
End Time | | 2002/05/05 19:32 |
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 | | -27.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit286-04-20020505_144900_20020505_193400-constBx0 |
Minimum Dst Value | | 10 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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