Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-08-20020405_115200_20020405_163700-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 11:52 |
End Time | | 2002/04/05 16:35 |
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 | | -14.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 217.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-08-20020405_115200_20020405_163700-constBx0 |
Minimum Dst Value | | 8 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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