Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit363-09-20021105_201900_20021106_010400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/05 |
Start Time | | 2002/11/05 20:19 |
End Time | | 2002/11/06 01:02 |
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 | | 16.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit363-09-20021105_201900_20021106_010400-constBx0 |
Minimum Dst Value | | -46 |
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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