Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit355-06-20021017_050900_20021017_095400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/17 |
Start Time | | 2002/10/17 05:09 |
End Time | | 2002/10/17 09:52 |
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 | | 18.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit355-06-20021017_050900_20021017_095400-constBx0 |
Minimum Dst Value | | -52 |
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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