Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-04-20020309_124900_20020309_173400-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 12:49 |
End Time | | 2002/03/09 17:32 |
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 | | -17.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-04-20020309_124900_20020309_173400-constBx0 |
Minimum Dst Value | | -22 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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