Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-04-20020218_120500_20020218_164900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/18 |
Start Time | | 2002/02/18 12:05 |
End Time | | 2002/02/18 16:47 |
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 | | 4.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-04-20020218_120500_20020218_164900-constBx0 |
Minimum Dst Value | | -15 |
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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