Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit384-04-20021224_192400_20021225_000900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/24 |
Start Time | | 2002/12/24 19:24 |
End Time | | 2002/12/25 00:07 |
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 | | 20.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit384-04-20021224_192400_20021225_000900-constBx0 |
Minimum Dst Value | | -43 |
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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