Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-12-20020320_151100_20020320_195500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/20 |
Start Time | | 2002/03/20 15:11 |
End Time | | 2002/03/20 19:53 |
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 | | -10.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-12-20020320_151100_20020320_195500-constBx0 |
Minimum Dst Value | | 7 |
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-10 for time period of this run.
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)
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