Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-08-20020415_000800_20020415_045200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/15 |
Start Time | | 2002/04/15 00:08 |
End Time | | 2002/04/15 04:50 |
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 | | -1.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-08-20020415_000800_20020415_045200-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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