Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-07-20020317_062300_20020317_110700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/17 |
Start Time | | 2002/03/17 06:23 |
End Time | | 2002/03/17 11:05 |
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 | | 6.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-07-20020317_062300_20020317_110700-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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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