Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-11-20020914_211700_20020915_020100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 21:17 |
End Time | | 2002/09/15 01:59 |
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 | | -0.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-11-20020914_211700_20020915_020100-constBx0 |
Minimum Dst Value | | -38 |
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 Geotail for time period of this run.
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