Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit263-12-20020313_120300_20020313_164600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/13 |
Start Time | | 2002/03/13 12:03 |
End Time | | 2002/03/13 16:44 |
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 | | -5.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit263-12-20020313_120300_20020313_164600-constBx0 |
Minimum Dst Value | | -3 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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