Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-11-20020322_193000_20020323_001400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/22 |
Start Time | | 2002/03/22 19:30 |
End Time | | 2002/03/23 00:12 |
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 | | -4.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-11-20020322_193000_20020323_001400-constBx0 |
Minimum Dst Value | | -9 |
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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