Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit263-02-20020311_122300_20020311_170800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/11 |
Start Time | | 2002/03/11 12:23 |
End Time | | 2002/03/11 17:06 |
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 | | -4.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit263-02-20020311_122300_20020311_170800-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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