Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-12-20020915_020200_20020915_064600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/15 |
Start Time | | 2002/09/15 02:02 |
End Time | | 2002/09/15 06:44 |
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 | | 7.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-12-20020915_020200_20020915_064600-constBx0 |
Minimum Dst Value | | -29 |
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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)
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