Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-03-20021217_112100_20021217_160500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/17 |
Start Time | | 2002/12/17 11:21 |
End Time | | 2002/12/17 16:03 |
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 | | 16.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-03-20021217_112100_20021217_160500-constBx0 |
Minimum Dst Value | | -14 |
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 GOES-8 for time period of this run.
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)
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