Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit386-09-20021230_132700_20021230_181200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/30 |
Start Time | | 2002/12/30 13:27 |
End Time | | 2002/12/30 18:10 |
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 | | 13.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 110.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit386-09-20021230_132700_20021230_181200-constBx0 |
Minimum Dst Value | | -31 |
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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