Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit255-01-20020220_065400_20020220_113800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/20 |
Start Time | | 2002/02/20 06:54 |
End Time | | 2002/02/20 11:36 |
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 | | 15.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit255-01-20020220_065400_20020220_113800-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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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