Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-06-20020416_234200_20020417_042600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/16 |
Start Time | | 2002/04/16 23:42 |
End Time | | 2002/04/17 04:24 |
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 | | -3.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 197.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-06-20020416_234200_20020417_042600-constBx0 |
Minimum Dst Value | | -10 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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