Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-07-20021124_113000_20021124_161500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/24 |
Start Time | | 2002/11/24 11:30 |
End Time | | 2002/11/24 16:13 |
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 | | 13.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-07-20021124_113000_20021124_161500-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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