Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-09-20020331_223000_20020401_031500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/31 |
Start Time | | 2002/03/31 22:30 |
End Time | | 2002/04/01 03:13 |
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 | | 0.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-09-20020331_223000_20020401_031500-constBx0 |
Minimum Dst Value | | -7 |
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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