Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-12-20020318_060800_20020318_105200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 06:08 |
End Time | | 2002/03/18 10:50 |
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 | | 7.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-12-20020318_060800_20020318_105200-constBx0 |
Minimum Dst Value | | 6 |
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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