Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-03-20020423_124400_20020423_172900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/23 |
Start Time | | 2002/04/23 12:44 |
End Time | | 2002/04/23 17:27 |
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 | | -21.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-03-20020423_124400_20020423_172900-constBx0 |
Minimum Dst Value | | -57 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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