Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-05-20020713_195700_20020714_004200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/13 |
Start Time | | 2002/07/13 19:57 |
End Time | | 2002/07/14 00:40 |
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 | | -22.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-05-20020713_195700_20020714_004200-constBx0 |
Minimum Dst Value | | -8 |
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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