Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-02-20020313_213200_20020314_021700-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 21:32 |
End Time | | 2002/03/14 02:15 |
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 | | 6.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-02-20020313_213200_20020314_021700-constBx0 |
Minimum Dst Value | | -4 |
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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