Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-02-20021106_200200_20021107_004600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/06 |
Start Time | | 2002/11/06 20:02 |
End Time | | 2002/11/07 00:44 |
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 | | 15.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-02-20021106_200200_20021107_004600-constBx0 |
Minimum Dst Value | | -53 |
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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