Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-07-20020228_144600_20020228_193100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/28 |
Start Time | | 2002/02/28 14:46 |
End Time | | 2002/02/28 19:29 |
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 | | -2.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 200.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-07-20020228_144600_20020228_193100-constBx0 |
Minimum Dst Value | | -11 |
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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