Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-06-20020913_213200_20020914_021600-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 21:32 |
End Time | | 2002/09/14 02:14 |
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 | | -0.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-06-20020913_213200_20020914_021600-constBx0 |
Minimum Dst Value | | -42 |
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.
Satellite data B plot for Polar for time period of this run.
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