Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-07-20021227_184900_20021227_233400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/27 |
Start Time | | 2002/12/27 18:49 |
End Time | | 2002/12/27 23:32 |
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 | | 19.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-07-20021227_184900_20021227_233400-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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