Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-03-20020913_071700_20020913_120100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/13 |
Start Time | | 2002/09/13 07:17 |
End Time | | 2002/09/13 11:59 |
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 | | -1.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-03-20020913_071700_20020913_120100-constBx0 |
Minimum Dst Value | | -48 |
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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