Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-09-20020916_205900_20020917_014400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/16 |
Start Time | | 2002/09/16 20:59 |
End Time | | 2002/09/17 01:42 |
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 | | -0.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-09-20020916_205900_20020917_014400-constBx0 |
Minimum Dst Value | | -19 |
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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