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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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