Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-10-20020405_212400_20020406_020900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/05 |
Start Time | | 2002/04/05 21:24 |
End Time | | 2002/04/06 02:07 |
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 | | -4.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 217.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-10-20020405_212400_20020406_020900-constBx0 |
Minimum Dst Value | | 13 |
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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