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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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