Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-06-20020419_084600_20020419_133000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/19 |
Start Time | | 2002/04/19 08:46 |
End Time | | 2002/04/19 13:28 |
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 | | -12.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-06-20020419_084600_20020419_133000-constBx0 |
Minimum Dst Value | | -64 |
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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