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