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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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