Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-12-20020626_022600_20020626_071200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/26 |
Start Time | | 2002/06/26 02:26 |
End Time | | 2002/06/26 07:10 |
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 | | -13.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-12-20020626_022600_20020626_071200-constBx0 |
Minimum Dst Value | | -7 |
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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