Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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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