Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-07-20020223_203400_20020224_011900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/23 |
Start Time | | 2002/02/23 20:34 |
End Time | | 2002/02/24 01:17 |
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 | | 11.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-07-20020223_203400_20020224_011900-constBx0 |
Minimum Dst Value | | -1 |
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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