Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-08-20020422_032700_20020422_081200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/22 |
Start Time | | 2002/04/22 03:27 |
End Time | | 2002/04/22 08:10 |
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 | | -2.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.76 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-08-20020422_032700_20020422_081200-constBx0 |
Minimum Dst Value | | -55 |
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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