Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-02-20020227_145600_20020227_194100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/27 |
Start Time | | 2002/02/27 14:56 |
End Time | | 2002/02/27 19:39 |
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 | | -1.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-02-20020227_145600_20020227_194100-constBx0 |
Minimum Dst Value | | -10 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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