Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-12-20020425_073800_20020425_121800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/25 |
Start Time | | 2002/04/25 07:38 |
End Time | | 2002/04/25 12:16 |
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 | | -11.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-12-20020425_073800_20020425_121800-constBx0 |
Minimum Dst Value | | -23 |
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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