Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-01-20020917_155900_20020917_204400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/17 |
Start Time | | 2002/09/17 15:59 |
End Time | | 2002/09/17 20:42 |
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 | | -11.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-01-20020917_155900_20020917_204400-constBx0 |
Minimum Dst Value | | -36 |
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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