Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit384-10-20021226_000000_20021226_044500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/26 |
Start Time | | 2002/12/26 00:00 |
End Time | | 2002/12/26 04:43 |
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 | | 31.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit384-10-20021226_000000_20021226_044500-constBx0 |
Minimum Dst Value | | -29 |
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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