Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-05-20020913_164700_20020913_213100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/13 |
Start Time | | 2002/09/13 16:47 |
End Time | | 2002/09/13 21:29 |
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 | | -11.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-05-20020913_164700_20020913_213100-constBx0 |
Minimum Dst Value | | -44 |
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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