Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-05-20020309_173500_20020309_222000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/09 |
Start Time | | 2002/03/09 17:35 |
End Time | | 2002/03/09 22:18 |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-05-20020309_173500_20020309_222000-constBx0 |
Minimum Dst Value | | -19 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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