Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-07-20020925_235900_20020926_044400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 23:59 |
End Time | | 2002/09/26 04:42 |
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 | | 9.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-07-20020925_235900_20020926_044400-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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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