Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-05-20020906_132900_20020906_181400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/06 |
Start Time | | 2002/09/06 13:29 |
End Time | | 2002/09/06 18:12 |
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 | | -8.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-05-20020906_132900_20020906_181400-constBx0 |
Minimum Dst Value | | -44 |
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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