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 Wind for time period of this run.
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)
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